diff --git a/.flake8 b/.flake8
index 92129e91..c2ef9920 100644
--- a/.flake8
+++ b/.flake8
@@ -1,3 +1,4 @@
[flake8]
ignore = E402,W503
max-line-length = 90
+extend-ignore = E203
diff --git a/README.md b/README.md
index 4a4d64d0..559ec82f 100644
--- a/README.md
+++ b/README.md
@@ -52,6 +52,7 @@ These tutorials introduce a large topic and cover it in detail.
* [Local tools](tutorials/local-tools.ipynb)
* [Label-Maker](tutorials/label-maker-dask.ipynb)
* [LandCoverNet Dataset on Radiant MLHub](tutorials/radiant-mlhub-landcovernet.ipynb)
+* [Scalable Model Training](tutorials/model_training/README.md)
## Learn More
diff --git a/tutorials/model_training/.gitignore b/tutorials/model_training/.gitignore
new file mode 100644
index 00000000..d0f6d380
--- /dev/null
+++ b/tutorials/model_training/.gitignore
@@ -0,0 +1 @@
+landcovernet
diff --git a/tutorials/model_training/01-data-exploration.ipynb b/tutorials/model_training/01-data-exploration.ipynb
new file mode 100644
index 00000000..3393f595
--- /dev/null
+++ b/tutorials/model_training/01-data-exploration.ipynb
@@ -0,0 +1,1412 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "9a303c34-02dd-49a6-a8a1-e8e6c0538788",
+ "metadata": {},
+ "source": [
+ "## LandCoverNet Data Exploration\n",
+ "\n",
+ "
\n",
+ "\n",
+ "This tutorial delves into building a scalable model on the LandCoverNet dataset.\n",
+ "\n",
+ "In this notebook, a portion of the tutorial:\n",
+ "\n",
+ "1. We will authenticate to MLHub via the API key to make requests on the LandCoverNet label collection\n",
+ "\n",
+ "2. We will download the label collection into PC\n",
+ "\n",
+ "3. We will perform some exploratory data analysis on these labels to get a better understanding of the LandCoverNet data\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "6492da35-9d58-4af6-84c7-a9f9e591526d",
+ "metadata": {},
+ "source": [
+ "### Citation"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "89a85dbe-40d6-441d-905b-0ddf2cfcd596",
+ "metadata": {},
+ "source": [
+ "Alemohammad S.H., Ballantyne A., Bromberg Gaber Y., Booth K., Nakanuku-Diggs L., & Miglarese A.H. (2020) [LandCoverNet: A Global Land Cover Classification Training Dataset](https://arxiv.org/abs/2012.03111), Version 1.0, Radiant MLHub. https://doi.org/10.34911/rdnt.d2ce8i\n",
+ "\n",
+ "The [LandCoverNet Dataset on Radiant MLHub](tutorials/radiant-mlhub-landcovernet.ipynb) tutorial discusses setting up your authorization, listing collection properties, and retrieving the items (the data contained within them) from the collections of LandCoverNet dataset. Most requests to MLHub in this notebook will be based off this tutorial."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "453794b2-878d-4441-82f5-dfd58fbaecbf",
+ "metadata": {
+ "tags": []
+ },
+ "source": [
+ "### Authentication\n",
+ "\n",
+ "Access to the Radiant MLHub API requires an API key. To get your API key, go to [mlhub.earth](https://mlhub.earth/) and click the \"Sign in / Register\" button in the top right to log in. If you have not used Radiant MLHub before, you will need to sign up and create a new account; otherwise, just sign in. Once you have signed in, click on your user avatar in the top right and select the \"Settings & API keys\" from the dropdown menu.\n",
+ "\n",
+ "In the **API Keys** section of this page, you will be able to create new API key(s). *Do not share* your API key with others as this may pose a security risk.\n",
+ "\n",
+ "Next, we will create a `MLHUB_API_KEY` variable that `pystac-client` will use later use to add our API key to all requests:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "aab22419-e2d4-4c7e-a759-b0ed6bbfee63",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdin",
+ "output_type": "stream",
+ "text": [
+ "MLHub API Key: ································································\n"
+ ]
+ }
+ ],
+ "source": [
+ "import getpass\n",
+ "\n",
+ "MLHUB_API_KEY = getpass.getpass(prompt=\"MLHub API Key: \")\n",
+ "MLHUB_ROOT_URL = \"https://api.radiant.earth/mlhub/v1\""
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "8f0425c1-9080-4298-8a12-6c09876742ac",
+ "metadata": {},
+ "source": [
+ "There are a number of STAC and geospatial related libraries used in this notebook that need to be imported."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "5eac535d-57f8-491a-8b45-b1a1f1e63b10",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import os\n",
+ "import requests\n",
+ "import pystac\n",
+ "import rioxarray\n",
+ "import shapely.geometry\n",
+ "import tarfile\n",
+ "from urllib.parse import urljoin\n",
+ "from ipyleaflet import Map, GeoJSON\n",
+ "\n",
+ "from pystac.extensions.label import LabelExtension\n",
+ "from pystac.extensions.scientific import ScientificExtension\n",
+ "from pystac_client import Client"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "8ead39cb-6680-458c-85c1-93c7525a24dd",
+ "metadata": {},
+ "source": [
+ "In order to connect to the MLHub API, we can use the `pystac_client` library to instantiate a client that simplifies the process of querying available STAC Catalogs/Collections over a specified end-point."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "a70f0166-5a85-4027-8aa8-d2690e064f7e",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "client = Client.open(\n",
+ " MLHUB_ROOT_URL, parameters={\"key\": MLHUB_API_KEY}, ignore_conformance=True\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "07000103-37be-4ff3-baba-f7f3d8fe18f2",
+ "metadata": {},
+ "source": [
+ "This is a helper function to instantiate a requests session with the MLHub API directly vs. using the `pystac_client` API client above."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "e8d03ede-dc1d-4f9b-bdb7-9a44adde086e",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "class MLHubSession(requests.Session):\n",
+ " def __init__(self, *args, api_key=None, **kwargs):\n",
+ " super().__init__(*args, **kwargs)\n",
+ " self.params.update({\"key\": api_key})\n",
+ "\n",
+ " def request(self, method, url, *args, **kwargs):\n",
+ " url_prefix = MLHUB_ROOT_URL.rstrip(\"/\") + \"/\"\n",
+ " url = urljoin(url_prefix, url)\n",
+ " return super().request(method, url, *args, **kwargs)\n",
+ "\n",
+ "\n",
+ "session = MLHubSession(api_key=MLHUB_API_KEY)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2fe183d6-9423-49f9-89f2-d213a869fa27",
+ "metadata": {},
+ "source": [
+ "### Listing Collection Properties\n",
+ "\n",
+ "The following cell makes a request to the API and displays the metadata for the LandCoverNet labels Collection."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "cf28782b-5e88-46e0-9bad-16a6d2c10d23",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Description: LandCoverNet Labels\n",
+ "License: CC-BY-4.0\n",
+ "DOI: 10.34911/rdnt.d2ce8i\n",
+ "Citation: Alemohammad S.H., Ballantyne A., Bromberg Gaber Y., Booth K., Nakanuku-Diggs L., & Miglarese A.H. (2020) \"LandCoverNet: A Global Land Cover Classification Training Dataset\", Version 1.0, Radiant MLHub. [Date Accessed] https://doi.org/10.34911/rdnt.d2ce8i\n"
+ ]
+ }
+ ],
+ "source": [
+ "collection_id = \"ref_landcovernet_v1_labels\" # collections for the labels\n",
+ "\n",
+ "collection = client.get_collection(collection_id)\n",
+ "collection_sci_ext = ScientificExtension.ext(collection)\n",
+ "print(f\"Description: {collection.description}\")\n",
+ "print(f\"License: {collection.license}\")\n",
+ "print(f\"DOI: {collection_sci_ext.doi}\")\n",
+ "print(f\"Citation: {collection_sci_ext.citation}\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "d2759b8c-2fce-4c76-9884-a53975a78e1f",
+ "metadata": {},
+ "source": [
+ "### Finding Possible Land Cover Labels\n",
+ "\n",
+ "Each label item within the collection has a property which lists all of the possible land cover types and which ones are present in each label item. The code below prints out which land cover types are present in the dataset and we will reference these later in the notebook when we filter downloads."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "5ada6aed-34e8-4232-a3b3-c8ebec1b32f5",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Classes for labels\n",
+ "- (Semi) Natural Vegetation\n",
+ "- Artificial Bareground\n",
+ "- Cultivated Vegetation\n",
+ "- Natural Bareground\n",
+ "- No Data\n",
+ "- Permanent Snow/Ice\n",
+ "- Water\n",
+ "- Woody Vegetation\n"
+ ]
+ }
+ ],
+ "source": [
+ "item_search = client.search(collections=[collection_id])\n",
+ "\n",
+ "first_item = next(item_search.get_items())\n",
+ "first_item_label_ext = LabelExtension.ext(first_item)\n",
+ "\n",
+ "label_classes = first_item_label_ext.label_classes\n",
+ "for label_class in label_classes:\n",
+ " print(f\"Classes for {label_class.name}\")\n",
+ " for c in sorted(label_class.classes):\n",
+ " print(f\"- {c}\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "6ddf569b-78b0-4a77-a8f1-77a983e92d71",
+ "metadata": {},
+ "source": [
+ "### Downloading Label Collections\n",
+ "\n",
+ "Next, we will download the label collections into a directory on PC."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "6e93a2c0-8e54-4e62-83aa-f29d1655165f",
+ "metadata": {},
+ "source": [
+ "First, we can check the active directory on Planetary Computer, and designate a temporary folder where we will download the label collection."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "8d5d298f-d4c8-435b-99fd-949e4d43107b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "labels_dir = os.path.join(os.getcwd(), \"landcovernet\", \"labels\")\n",
+ "if not os.path.isdir(labels_dir):\n",
+ " os.makedirs(labels_dir) # create folder for labels to be stored"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "aec835ef-7677-49cf-a36c-09140f8b729d",
+ "metadata": {},
+ "source": [
+ "This simple request GETs the high-level LandCoverNet label metadata"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "7bf7e861-9503-456e-b99c-dba04a641dc6",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "{'collection': 'ref_landcovernet_v1_labels',\n",
+ " 'dataset': 'landcovernet_v1',\n",
+ " 'size': 19314697,\n",
+ " 'types': ['labels']}"
+ ]
+ },
+ "execution_count": 8,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "response = session.get(f\"/archive/{collection_id}/info\")\n",
+ "response.json()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "d312d93c-8f80-407a-b659-c70483fee733",
+ "metadata": {},
+ "source": [
+ "With the collection validated, we need to download the labels collection archive."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "f9cfbd87-98e9-4d66-acff-fc909491edfc",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "archive_path = os.path.join(labels_dir, f\"{collection_id}.tar.gz\")\n",
+ "response = session.get(f\"/archive/{collection_id}\", allow_redirects=True)\n",
+ "with open(archive_path, \"wb\") as dst:\n",
+ " dst.write(response.content)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "6120a80d-ab00-4a6d-b172-79c17194ff38",
+ "metadata": {},
+ "source": [
+ "Because the archived file is compressed into `.tar.gz` we need to uncompress it into a directory of JSON files"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "19b1f9f2-a9c5-4ee4-9343-d04dda510993",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# open file\n",
+ "file = tarfile.open(archive_path)\n",
+ "# extract files\n",
+ "file.extractall(labels_dir) # extract labels"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ed9b09b8-d98b-4ba0-a0ea-37acfa691053",
+ "metadata": {},
+ "source": [
+ "Now that the labels collection has been downloaded, we want to make sure the correct count of files is present."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "id": "881c979e-c639-43d6-aa73-79398dd4940b",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "1982"
+ ]
+ },
+ "execution_count": 11,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "import os\n",
+ "\n",
+ "files = os.listdir(os.path.join(labels_dir, \"ref_landcovernet_v1_labels\"))\n",
+ "file_count = len(files) # we expect 1982 files\n",
+ "file_count"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "d6d588e1-fb30-45f7-8f4f-b6f1358e716e",
+ "metadata": {},
+ "source": [
+ "### Exploration on Sample Label\n",
+ "\n",
+ "Next, we will inspect a label item for its bands and visualise the label"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "id": "aa84242c-352a-4546-a807-b9b958589bc0",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "file = os.path.join(\n",
+ " labels_dir,\n",
+ " \"ref_landcovernet_v1_labels/ref_landcovernet_v1_labels_36MWT_15/labels.tif\",\n",
+ ")\n",
+ "label_item = file\n",
+ "labels = rioxarray.open_rasterio(label_item).squeeze()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "id": "42e46c47-25c6-40f4-b38e-b877a64a7e2f",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
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+ "
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+ "metadata": {},
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+ "labels"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "776c238e-aa20-4ae6-8901-fc8941cd10e0",
+ "metadata": {},
+ "source": [
+ "By default the LandCoverNet label `.tif` files have two bands, one for the label classification, and an accompanying band for the consensus score of the manual classification performed that ranges from 0-100. For the purposes of this notebook, let's just take a look at the first band with the actual classes associated to each pixel in the chip."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "id": "cb4964b2-53d7-41a1-964d-178ff06f21e0",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "labels = labels[0] # we want the first band of the label"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "id": "b88afdfd-a11f-4899-8c6f-9d228055368b",
+ "metadata": {},
+ "outputs": [
+ {
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+ "text/html": [
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+ " [5, 5, 5, ..., 5, 5, 5],\n",
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+ "execution_count": 16,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "labels"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "6f4dfe20-7dcd-4e6c-89e6-b9cff579ff82",
+ "metadata": {},
+ "source": [
+ "For visualization purposes, we can manually map all of the valid class names from the dataset."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "id": "88f23446-ffc4-4456-a034-be0948281431",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "classes = [\n",
+ " \"No Data\",\n",
+ " \"Water\",\n",
+ " \"Artificial Bareground\",\n",
+ " \"Natural Bareground\",\n",
+ " \"Permanent Snow/Ice\",\n",
+ " \"Woody Vegetation\",\n",
+ " \"Cultivated Vegetation\",\n",
+ " \"(Semi) Natural Vegetation\",\n",
+ "]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "af6410ea-110a-452e-8804-ad741e99bee1",
+ "metadata": {},
+ "source": [
+ "### Data Visualisation\n",
+ "\n",
+ "Here:\n",
+ "\n",
+ "1. We will visualise a sample label with its respective classes. The choice of colours for the label classes were based on the documentation which can be seen in the /_common/documentation.pdf path in the labels directory \n",
+ "\n",
+ "2. We will then view the geographic locations of every label item in our collection"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "id": "abdb695b-10fc-4fc0-b114-20633b6005a1",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "import numpy as np\n",
+ "from matplotlib.colors import ListedColormap\n",
+ "\n",
+ "fig, ax = plt.subplots(figsize=(10, 8))\n",
+ "cMap = ListedColormap(\n",
+ " [\"pink\", \"blue\", \"grey\", \"brown\", \"white\", \"red\", \"green\", \"lawngreen\"]\n",
+ ")\n",
+ "p = labels.plot.imshow(ax=ax, cmap=cMap, add_colorbar=False, vmin=0, vmax=len(classes))\n",
+ "cbar = plt.colorbar(p)\n",
+ "cbar.set_ticks(np.arange(0.5, len(classes) + 0.5))\n",
+ "cbar.set_ticklabels(classes);"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "id": "fabe64cb-57bb-415d-9973-2c4c3da841a6",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "training_catalog = pystac.read_file(\n",
+ " os.path.join(labels_dir, \"ref_landcovernet_v1_labels/collection.json\")\n",
+ ")\n",
+ "links = training_catalog.get_item_links()\n",
+ "label_item = next(training_catalog.get_all_items())"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "id": "53a9cb9b-44ec-4f83-91d9-d4d0e00b07eb",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "- "
+ ]
+ },
+ "execution_count": 20,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "label_item"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "033fff73-0e24-47c2-b58e-590d3556cd4a",
+ "metadata": {},
+ "source": [
+ "With a single label Item selected from the collection, we can visualize this on a map using the ipyleaflet library."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "id": "7e05dda3-5655-44f6-9e24-11796ea8fc12",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "8e270359eac04f24b0a83d70a06416f9",
+ "version_major": 2,
+ "version_minor": 0
+ },
+ "text/plain": [
+ "Map(center=[5.507814018809909, 13.617742928307308], controls=(ZoomControl(options=['position', 'zoom_in_text',…"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "links = training_catalog.get_item_links()\n",
+ "label_items = [link.resolve_stac_object().target for link in links]\n",
+ "\n",
+ "data = {\n",
+ " \"type\": \"FeatureCollection\",\n",
+ " \"features\": [],\n",
+ "}\n",
+ "for label_item in label_items:\n",
+ " data[\"features\"].append(label_item.geometry)\n",
+ "\n",
+ "\n",
+ "center = shapely.geometry.shape(label_item.geometry).centroid.bounds[:2][::-1]\n",
+ "\n",
+ "m = Map(center=(5.507814018809909, 13.617742928307308), zoom=2)\n",
+ "layer = GeoJSON(data=data)\n",
+ "\n",
+ "m.add_layer(layer)\n",
+ "m.layout.max_width = \"600px\"\n",
+ "\n",
+ "m"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3 (ipykernel)",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.8.12"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/tutorials/model_training/02-data-preparation.ipynb b/tutorials/model_training/02-data-preparation.ipynb
new file mode 100644
index 00000000..589fd949
--- /dev/null
+++ b/tutorials/model_training/02-data-preparation.ipynb
@@ -0,0 +1,803 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "9a303c34-02dd-49a6-a8a1-e8e6c0538788",
+ "metadata": {},
+ "source": [
+ "## LandCoverNet Data Preparation\n",
+ "\n",
+ "
\n",
+ "\n",
+ "This tutorial delves into building a scalable model on the LandCoverNet dataset.\n",
+ "\n",
+ "This portion of the tutorial is focused on developing a semantic segmentation model for LandCoverNet data\n",
+ "Here:\n",
+ "\n",
+ "1. We will inspect the source imagery for the labels we have\n",
+ "\n",
+ "2. We will process the source imagery in parallel using Dask\n",
+ "\n",
+ "3. We will select the labels and filtered source images from Dask to be loaded \n",
+ "\n",
+ "4. We will save the images and associated labels data as a `pickle` file ('.pkl') on our directory to be loaded for model training\n",
+ "\n",
+ "The esip-summer-2021-geospatial-ml tutorial was helpful in creating this notebook, which can be found [here](https://github.com/TomAugspurger/esip-summer-2021-geospatial-ml/blob/main/segmentation-model.ipynb). It was particularly useful for loading the STAC items and Sentinel-2 scenes using the `stackstac` library."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "5de7e8ca-7bc6-42b7-9be8-0c00fb1a318c",
+ "metadata": {},
+ "source": [
+ "### Authentication\n",
+ "\n",
+ "As demonstrated in the [Data Exploration notebook](/1.%20Data%20Exploration.ipynb\") of this tutorial series, access to the Radiant MLHub API using the `pystac_client` library requires both an API end-point and API key. This notebook assumes that you have already followed the steps in `1. Data Exploration.ipynb` and also already have an MLHub API key that is not expired."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "4153b89b-440d-4d9d-a209-e5f37b0a5648",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import getpass\n",
+ "\n",
+ "MLHUB_API_KEY = getpass.getpass(prompt=\"MLHub API Key: \")\n",
+ "MLHUB_ROOT_URL = \"https://api.radiant.earth/mlhub/v1\""
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "98927dce-f400-4161-8930-fb72cdec4b30",
+ "metadata": {},
+ "source": [
+ "There are a number of STAC and geospatial related libraries used in this notebook that need to be imported."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "03050794-0493-4981-bed3-7a4100120db9",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import os\n",
+ "import pystac\n",
+ "import warnings\n",
+ "import pystac_client\n",
+ "from shapely.geometry import mapping, shape\n",
+ "import rioxarray\n",
+ "from pystac import Item\n",
+ "from typing import List, Tuple\n",
+ "\n",
+ "warnings.simplefilter(\"ignore\", UserWarning) # ignore warnings that get printed out\n",
+ "from datetime import datetime\n",
+ "\n",
+ "import stackstac\n",
+ "import rasterio as rio\n",
+ "import rasterio.plot\n",
+ "\n",
+ "warnings.simplefilter(action=\"ignore\", category=FutureWarning)\n",
+ "import numpy as np\n",
+ "\n",
+ "import pandas as pd\n",
+ "import pickle\n",
+ "import dask\n",
+ "import dask_gateway\n",
+ "from pystac.item_collection import ItemCollection\n",
+ "\n",
+ "warnings.filterwarnings(\"ignore\", \"Creating an ndarray from ragged\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "28f7c5db-cc3a-4237-89e9-10e0972e7de8",
+ "metadata": {},
+ "source": [
+ "### Launch a Dask gateway cluster for parallel processing"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "34b960e1-0660-452f-8a8e-2282438c9ad1",
+ "metadata": {},
+ "source": [
+ "We will use Dask to optimize our data processing of thousands of source image chips by parallelizing the workflow with a delayed computation graph. The Dask Client schedules, runs the delayed computations, and gathers the results, while the Dask Gateway provides a secure and centralized way of managing the multiple client clusters. This is especially useful for running Dask on Planetary Computer."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "6680af86-7399-460b-944f-57b6f51e62c2",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from dask.distributed import Client\n",
+ "\n",
+ "client = Client()\n",
+ "client.run(lambda: warnings.filterwarnings(\"ignore\", \"Creating an ndarray from ragged\"))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "1007756f-3df8-461d-a63a-d179eaaef39f",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "gateway = dask_gateway.Gateway()\n",
+ "options = gateway.cluster_options()\n",
+ "options[\"worker_cores\"] = 7"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "85490b75-fb5c-4789-a880-e05d6c5517b5",
+ "metadata": {},
+ "source": [
+ "### Instantiate an instance of the MLHub API Client"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "97ad7e45-bcf9-428d-b1a0-03efdeec7f37",
+ "metadata": {},
+ "source": [
+ "Here again we demonstrate how to instantiate an API client connected to the MLHub end-point using the `pystac_client` library."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "2703906b-fbfb-4a9c-86f0-78273b9ebb31",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "mlhub_client = pystac_client.Client.open(\n",
+ " url=MLHUB_ROOT_URL, parameters={\"key\": MLHUB_API_KEY}, ignore_conformance=True\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "531848a9-6c38-44ea-bbd6-a61aec020df5",
+ "metadata": {},
+ "source": [
+ "We set the temporary directory based on the current working directory."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "a64905eb-9dbf-4d77-8010-7d4eb5a950fa",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "tmp_dir = os.path.join(os.getcwd(), \"landcovernet\")\n",
+ "labels_dir = os.path.join(tmp_dir, \"labels\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "1a072c3a-69fb-4e69-bd40-f813a307d480",
+ "metadata": {},
+ "source": [
+ "We need to make sure that the labels collection has already been downloaded to the Planetary Computer instance we are running, stored in the shared directory `/home/jovyan/PlanetaryComputerExamples/landcovnet`. Please double-check the active working directory to make sure that the catalog is found when you run this notebook."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "35a62dc5-7197-4842-ae8f-bc165169a635",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# check for data in collection file\n",
+ "catalog = pystac.read_file(\n",
+ " os.path.join(labels_dir, \"ref_landcovernet_v1_labels/collection.json\")\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "15fcd2d5-c7a7-4ea6-b3c5-30964152540e",
+ "metadata": {},
+ "source": [
+ "### Loading the source imagery\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "5a399a24-0d45-4049-bb41-e03efa3b0527",
+ "metadata": {},
+ "source": [
+ "In order to fetch the source images from the source Item Assets, first we need to gather all of the label Items from the LandCoverNet labels collection we downloaded in the previous tutorial. This grabs all of the label Item STAC objects. "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "b0c6e5cd-e912-4d92-a107-9bb24fa71883",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "links = catalog.get_item_links() # links from the catalog\n",
+ "label_items = [link.resolve_stac_object().target for link in links]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "f50cd6ce-9c9e-49cd-8900-2fe583bdbbbd",
+ "metadata": {},
+ "source": [
+ "This is a helper function to calculate the percent of a raster image that is covered with clouds. It is assumed that the image input dimensions are 256 by 256 pixels. The sum of cloud cover across the image is normalized and divided by the total area of the chip. This returns an integer value of cloud cover between 0 and 100 to be passed to the STAC Item metadata. ***NOTE: This function is only called if the Item metadata does not include the `eo:cloud_cover` property.***"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "d8e3835b-5c44-489a-b4a2-da953eb031ac",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def calculate_cloud_cover(img_arr: np.ndarray) -> int:\n",
+ "\n",
+ " \"\"\"Takes a chip cloud cover band and returns the integer score\n",
+ " by dividing the sum of normalized values by the chip area (HxW).\n",
+ "\n",
+ " Args:\n",
+ " img_arr: np.ndarray - 2d array of cloud cover mask\n",
+ "\n",
+ " Returns:\n",
+ " arr_cc: int - integer value of cloud cover score\n",
+ "\n",
+ " \"\"\"\n",
+ " CHIP_AREA = 256 * 256\n",
+ " arr_filled = np.nan_to_num(img_arr)\n",
+ " arr_norm = arr_filled / 100\n",
+ " arr_sum = arr_norm.sum()\n",
+ " arr_cc = arr_sum / CHIP_AREA * 100\n",
+ " return int(arr_cc)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "9d3c443c-1a4b-4aa7-97aa-ab14bf168b52",
+ "metadata": {},
+ "source": [
+ "For our use-case, we decided not to train the model on the entire source LandCoverNet dataset. Instead we take chip samples that were representative of each season or quadrimester, or any custom number of bins spread over a temporal range. \n",
+ "\n",
+ "This is a helper function that returns the median date from a set of all dates in a range representing each source Item linked to a label Item."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "aa8adef1-2779-407c-8714-41f49f5391cb",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def get_median_date(id_arr: np.ndarray) -> int:\n",
+ "\n",
+ " \"\"\"Takes a 2d array of source Item IDs for a quarter, and returns median date\n",
+ "\n",
+ " Args: id_arr: np.ndarray - 2d array of string values for source Item IDs\n",
+ "\n",
+ " Returns:\n",
+ " median_date: int - the calculated median date value for input array\n",
+ "\n",
+ " \"\"\"\n",
+ "\n",
+ " dates = [int(s[-8:]) for s in id_arr]\n",
+ " dates.sort()\n",
+ "\n",
+ " n = len(dates)\n",
+ "\n",
+ " # case in which multiple items returned\n",
+ " if n > 1:\n",
+ " if n % 2 == 0:\n",
+ " mid = int(n / 2)\n",
+ " else:\n",
+ " mid = int((n + 1) / 2)\n",
+ " median_date = dates[mid]\n",
+ " # base case there is only one source item\n",
+ " elif n == 1:\n",
+ " median_date = dates[0]\n",
+ " # base case there are no source items\n",
+ " else:\n",
+ " median_date = 0\n",
+ "\n",
+ " return median_date"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2d6b5a0f-4b21-427a-9dc6-f1ddc7099d22",
+ "metadata": {},
+ "source": [
+ "This helper function assigns an integer value from a datetime value based on the `period_ranges` variable created by another function below called `get_date_ranges()`. The period value assigned is used later to group and rank source Items on their cloud cover value so that within each temporal period, we are only working with the images with minimal cloud cover."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "9130240e-bbeb-4c89-a322-bbd26815f6e6",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def assign_temporal_period(dt: datetime) -> int:\n",
+ " \"\"\"Takes a datetime and returns an integer based on n_periods defined\"\"\"\n",
+ " for ix, pair in enumerate(period_ranges):\n",
+ " if dt >= pair[0] and dt <= pair[1]:\n",
+ " return ix + 1\n",
+ "\n",
+ " return None"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "48f76591-6b05-4427-8431-09ff053688a1",
+ "metadata": {},
+ "source": [
+ "This takes the DataFrame created from Item metadata in `get_season_min_cloud_cover()`, ranks the dates for each period by cloud cover value, and returns a single source chip for each datetime periods the Items are split into."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "81adfdfb-c777-42c1-a4ab-02b5f540dc2a",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def filter_period_items(cc_df: pd.DataFrame) -> pd.DataFrame:\n",
+ "\n",
+ " \"\"\"Takes a dataframe of source Items with metadata and filters\n",
+ " on ranked cloudcover by period/season (quadrimester).\n",
+ "\n",
+ " Args:\n",
+ " cc_df: pd.DataFrame - unfiltered dataframe\n",
+ "\n",
+ " Returns:\n",
+ " filtered_df: pd.Dataframe - filtered dataframe\n",
+ "\n",
+ " \"\"\"\n",
+ " pd.options.mode.chained_assignment = None\n",
+ " # assigns quarter and rank by quarter\n",
+ " cc_df[\"date_time\"] = pd.to_datetime(cc_df[\"date_time\"])\n",
+ " cc_df[\"period\"] = cc_df[\"date_time\"].apply(assign_temporal_period)\n",
+ " cc_df[\"rank\"] = cc_df.groupby(\"period\")[\"cloud_cover\"].rank(\n",
+ " method=\"min\", ascending=True\n",
+ " )\n",
+ "\n",
+ " id_prefix = cc_df.iloc[0][\"id\"][:-8]\n",
+ " median_dates = []\n",
+ "\n",
+ " # filters DataFrame on rank\n",
+ " min_cc_df = cc_df[cc_df[\"rank\"] == 1]\n",
+ "\n",
+ " # for each quadrimester in year, get the median date of source items\n",
+ " for i in range(1, n_periods + 1):\n",
+ " quarter_df = min_cc_df[min_cc_df[\"period\"] == i]\n",
+ " quarter_median_date = get_median_date(quarter_df[\"id\"].values)\n",
+ " quarter_median_id = id_prefix + str(quarter_median_date)\n",
+ " median_dates.append(quarter_median_id)\n",
+ "\n",
+ " # filter the ranked DataFrame by median date\n",
+ " filtered_df = min_cc_df[min_cc_df[\"id\"].isin(median_dates)]\n",
+ " return filtered_df"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ac17c5f0-91cf-45b2-b0a6-2e3fc26bd5ee",
+ "metadata": {},
+ "source": [
+ "This is a wrapper function that creates a DataFrame from a list of Items, and calls the nested filtering functions defined above."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "225d596e-d9af-4c5f-a507-5aff263f293b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def get_season_min_cloud_cover(item_list: List[Item]) -> ItemCollection:\n",
+ "\n",
+ " \"\"\"Takes a list of source Items and returns a single chip per season\n",
+ " ranked by the minimum cloud cover from eo:cloud_cover property\n",
+ "\n",
+ " Args:\n",
+ " item_list: List[Item] - iterable of source Items returned from search\n",
+ "\n",
+ " Returns:\n",
+ " ItemCollection - STAC Iterable containing Items filtered by cloud cover\n",
+ " \"\"\"\n",
+ "\n",
+ " # constructs a DataFrame of each source item properties\n",
+ " df_list = []\n",
+ " for ui in item_list:\n",
+ " if \"eo:cloud_cover\" in ui.properties:\n",
+ " cloud_cover = ui.properties[\"eo:cloud_cover\"]\n",
+ " else:\n",
+ " cloud_cover = calculate_cloud_cover(\n",
+ " rio.open(ui.get_assets()[\"CLD\"].href).read()\n",
+ " )\n",
+ " uid = {\n",
+ " \"item\": ui,\n",
+ " \"id\": ui.id,\n",
+ " \"cloud_cover\": cloud_cover,\n",
+ " \"date_time\": ui.datetime,\n",
+ " }\n",
+ " df_list.append(uid)\n",
+ "\n",
+ " cc_df = pd.DataFrame(df_list)\n",
+ "\n",
+ " # filters source items by cloud cover rank and returns ItemCollection\n",
+ " if not cc_df.empty:\n",
+ " filtered_df = filter_period_items(cc_df)\n",
+ "\n",
+ " return ItemCollection(filtered_df[\"item\"].tolist())\n",
+ "\n",
+ " return None"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "3f7e5351-f592-45d7-91cd-d3ccda073626",
+ "metadata": {},
+ "source": [
+ "This will take the temporal and spatial extent of an Item to query MLHub API client for matching source Items."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "0b3ad2c5-0ea6-47a0-afe0-6e305a68720f",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def get_label_item_collection(label_item: Item) -> ItemCollection:\n",
+ "\n",
+ " \"\"\"Takes a label Item from the LandCoverNet Collection and searches\n",
+ " for source imagery for chips that match spatial and temporal criteria\n",
+ "\n",
+ " Args:\n",
+ " label_item: Item - item of current iteration in the get_item() Dask parallelization\n",
+ "\n",
+ " Returns:\n",
+ " ItemCollection - STAC Iterable containing Items that match search criteria\n",
+ " \"\"\"\n",
+ "\n",
+ " n = 0\n",
+ " cc_thresh = 10\n",
+ " year_collection = ItemCollection([])\n",
+ "\n",
+ " # iterate over each start and end date per quarter\n",
+ " for start, end in period_ranges:\n",
+ "\n",
+ " while n == 0:\n",
+ "\n",
+ " # performs a temporal and spatial search for each label item\n",
+ " search = mlhub_client.search(\n",
+ " collections=[\"ref_landcovernet_v1_source\"],\n",
+ " intersects=mapping(shape(label_item.geometry)),\n",
+ " datetime=[start, end],\n",
+ " query={\"eo:cloud_cover\": {\"lt\": cc_thresh}},\n",
+ " )\n",
+ "\n",
+ " # converts search results to ItemCollection\n",
+ " item_results = search.get_all_items()\n",
+ "\n",
+ " if not item_results:\n",
+ " cc_thresh += 5\n",
+ " else:\n",
+ " n = len(item_results)\n",
+ "\n",
+ " year_collection += item_results # concatenate ItemCollections for each quarter\n",
+ " n = 0 # reset the length criteria for search results\n",
+ "\n",
+ " filtered_items = get_season_min_cloud_cover(year_collection.items)\n",
+ "\n",
+ " return filtered_items"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "56a27886-df90-4143-b966-834b2295c702",
+ "metadata": {},
+ "source": [
+ "This is the primary function that drives all the processing required to filter and load source imagery and label data into a stack of Xarray DataArrays for further processing, e.g. splitting the dataset into training and validation sets prior to training a machine learning model."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "102fbbe5-4ed8-4c43-b7b9-2a29bac7c386",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def get_item(label_item: Item, assets: Tuple[str]) -> (np.ndarray, np.ndarray):\n",
+ "\n",
+ " \"\"\"Takes label Item and asset bands to construct n-darrays for model training\n",
+ "\n",
+ " Args:\n",
+ " label_item: Item - item of current iteration in the get_item() Dask parallelization\n",
+ " assets: Tuple[str] - a set of strings corresponding to the Asset band names\n",
+ "\n",
+ " Returns:\n",
+ " data: np.ndarray, labels: np.ndarray - X and y n-darrays for model training\n",
+ " \"\"\"\n",
+ " warnings.simplefilter(action=\"ignore\", category=FutureWarning)\n",
+ " assets = list(assets)\n",
+ " labels = rioxarray.open_rasterio(\n",
+ " tmp_dir + \"/labels/ref_landcovernet_v1_labels/\" + label_item.id + \"/labels.tif\",\n",
+ " ).squeeze()\n",
+ "\n",
+ " source_item_collection = get_label_item_collection(label_item)\n",
+ "\n",
+ " if len(source_item_collection) > 0:\n",
+ "\n",
+ " bounds = tuple(round(x, 0) for x in labels.rio.bounds())\n",
+ "\n",
+ " data = stackstac.stack(\n",
+ " items=source_item_collection,\n",
+ " assets=assets,\n",
+ " dtype=\"float32\",\n",
+ " resolution=10,\n",
+ " bounds=bounds,\n",
+ " epsg=labels.rio.crs.to_epsg(),\n",
+ " )\n",
+ "\n",
+ " data = data.assign_coords(x=labels.x.data, y=labels.y.data)\n",
+ " data /= 4000\n",
+ " data = np.clip(data, 0, 1)\n",
+ "\n",
+ " return data, labels.astype(\"int64\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "f4a759a7-14f7-4331-a9ea-a7768a986edf",
+ "metadata": {},
+ "source": [
+ "This takes in the temporal range of the Collection as well as a global variable `n_periods` defined below to return a list of datetime ranges split up into equal sized buckets based on the designated number of periods. E.g. `n_periods=3` will return quadrimesters."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "1173b773-3ce5-4de1-966b-b23243aa6d4c",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def get_date_ranges(\n",
+ " start: datetime, end: datetime, periods: int\n",
+ ") -> List[List[datetime]]:\n",
+ "\n",
+ " \"\"\"Builds a list of start and end date ranges for every four in the year\n",
+ "\n",
+ " Args: None\n",
+ " Returns:\n",
+ " quarter_ranges: List[List[datetime]] - a list of pairs of strings representing\n",
+ " the start and end dates.\n",
+ "\n",
+ " \"\"\"\n",
+ "\n",
+ " period_ranges = []\n",
+ " all_dates = pd.DataFrame(\n",
+ " pd.date_range(start=temporal_start, end=temporal_end, freq=\"1D\"),\n",
+ " columns=[\"Date\"],\n",
+ " )\n",
+ " date_bins = pd.cut(all_dates.Date, bins=periods).drop_duplicates()\n",
+ "\n",
+ " for interval in date_bins:\n",
+ " period_ranges.append(\n",
+ " [\n",
+ " interval.left.tz_localize(\"UTC\").to_pydatetime(),\n",
+ " interval.right.tz_localize(\"UTC\").to_pydatetime(),\n",
+ " ]\n",
+ " )\n",
+ "\n",
+ " return period_ranges"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "4a4da8ac-371e-4a11-a5a7-845ca96dee11",
+ "metadata": {},
+ "source": [
+ "Here we specify the temporal extent of the Catalog, n periods to divide the temporal range into, and bands to fetch for each source Item."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "fdda7a62-cd3a-41e4-ab52-d0ba985b4d8e",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "temporal_start = catalog.extent.temporal.intervals[0][0].strftime(\n",
+ " \"%Y-%m-%d\"\n",
+ ") # global starting datetime for label Collection\n",
+ "temporal_end = catalog.extent.temporal.intervals[0][1].strftime(\n",
+ " \"%Y-%m-%d\"\n",
+ ") # global ending datetime for label Collection\n",
+ "n_periods = 5\n",
+ "\n",
+ "period_ranges = get_date_ranges(temporal_start, temporal_end, n_periods)\n",
+ "assets = (\"B04\", \"B03\", \"B02\") # we will make use of the RGB bands"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "12727fc1-67ed-4ee3-a9ff-87ce643576c3",
+ "metadata": {},
+ "source": [
+ "### Load the source imagery"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ec271c06-48be-4dd4-b7e0-98a17cbcddf1",
+ "metadata": {},
+ "source": [
+ "Now we will bring everything together. We setup the `get_item()` function defined above as a Dask delayed function, and append the lazy results from fetching N source images (`n_periods` variable above) for each label Item in the Catalog. Then the actual computation occurs in parallel, and the results are appended to a list of DataArrays containing the aligned images and labels (X and y features)."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "9c255ac3-223e-4fc5-a480-1a836865fb72",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "%%time\n",
+ "\n",
+ "Xys_list = []\n",
+ "import logging\n",
+ "\n",
+ "logger = logging.getLogger(\"distributed.utils_perf\")\n",
+ "logger.setLevel(logging.ERROR)\n",
+ "\n",
+ "chunk_size = 20\n",
+ "for i in range(0, len(label_items), chunk_size):\n",
+ " label_chunk = label_items[i : i + chunk_size]\n",
+ "\n",
+ " Xys = []\n",
+ " get_item_ = dask.delayed(get_item, nout=5)\n",
+ "\n",
+ " Xys.append([get_item_(label, assets) for label in label_chunk])\n",
+ " Xys = dask.persist(*Xys)\n",
+ " Xys = dask.compute(*Xys)\n",
+ " Xys_list.append(Xys[0])"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "144d6a14-fb78-4f4e-a98e-ee3077a26bb2",
+ "metadata": {},
+ "source": [
+ "The Dask client can be shutdown with the following command"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "5cb07ea9-8e36-43fd-92d4-0d072aab1747",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "client.shutdown()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "cdbe1876-dc80-4cdc-85a1-cf06ba2ca576",
+ "metadata": {},
+ "source": [
+ "We stacked the results of our parallelized function into chunks of 20 Items at a time, so this will flatten the list."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "ca0d6014-40e8-4441-9b80-9905d3dd5f62",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "flat_list = [item for sublist in Xys_list for item in sublist]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "e88b2c15-3536-4d7f-9c1f-59809dc1504e",
+ "metadata": {},
+ "source": [
+ "This confirms that every item was extracted, e.g. the flattened list has the length of label Items fetched."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "24f19675-5f2e-4bbd-89ae-0c565ba92a75",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "len(flat_list) # confirm every item was extracted"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "28482cc9-c091-4286-8aa0-53b0907a1ed1",
+ "metadata": {},
+ "source": [
+ "This confirms that the shape of data for each label item has n source items."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "542ce4a4-80ee-4262-8e0f-2fd1afe42047",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "flat_list[0][0].shape # confirm that we have the desired shape for a chip"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "a1bccfdf-8553-4a34-a6c0-252df4dff865",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "%rm -rf labels #clear up labels to clear PC space. may choose to leave the labels"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "6d433db3-a018-48b6-8a4e-022b7a47f979",
+ "metadata": {},
+ "source": [
+ "The last step before training a neural network is to dump the image dataset we just created into a pickle file stored locally on the Planetary Computer instance running. This is an efficient way to store and load the dataset in the next notebook and to conserve memory resources."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "06e349c3-3ece-4fd6-b800-5ac360dd874f",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "pickle.dump((flat_list), open(f\"{tmp_dir}/items\" + \".pkl\", \"ab\"))"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3 (ipykernel)",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.8.12"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/tutorials/model_training/03-model-training.ipynb b/tutorials/model_training/03-model-training.ipynb
new file mode 100644
index 00000000..5c14f30f
--- /dev/null
+++ b/tutorials/model_training/03-model-training.ipynb
@@ -0,0 +1,1456 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "815cb424-89e3-45ed-b4d6-5389391efa99",
+ "metadata": {},
+ "source": [
+ "## LandCoverNet Model Training\n",
+ "\n",
+ "
\n",
+ "\n",
+ "This portion of the tutorial is focused on developing a semantic segmentation model for LandCoverNet data.\n",
+ "
\n",
+ "Here:\n",
+ "\n",
+ "1. We will load the prepared data as training, test and validation data\n",
+ "\n",
+ "2. We will build a segmentation model, train it on the training data, inspect the results on the validation data and make predictions on the test data"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "da3ffed5-7a26-4f7f-9a19-06af0f3ed349",
+ "metadata": {},
+ "source": [
+ "### Importing the needed libraries\n",
+ "\n",
+ "We will use TensorFlow to build the model. Hence, we will import a number of TensorFlow modules to be used, in addition to our other data related libraries.\n",
+ "\n",
+ "For faster model training, it is advisable to use Planetary Computer's TensorFlow GPU server to run the notebook."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "36d9a2cc-d448-4383-b6c1-80f06cc9f00e",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import os\n",
+ "import numpy as np\n",
+ "\n",
+ "import warnings\n",
+ "\n",
+ "from tensorflow.keras.layers import (\n",
+ " Conv2D,\n",
+ " Conv2DTranspose,\n",
+ " Dropout,\n",
+ " MaxPooling2D,\n",
+ " concatenate,\n",
+ ")\n",
+ "from tensorflow.keras.callbacks import (\n",
+ " ModelCheckpoint,\n",
+ " EarlyStopping,\n",
+ ")\n",
+ "from sklearn.model_selection import train_test_split\n",
+ "import tensorflow as tf\n",
+ "import matplotlib.pyplot as plt\n",
+ "import pickle\n",
+ "import random\n",
+ "\n",
+ "warnings.filterwarnings(\"ignore\", \"Creating an ndarray from ragged\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "845be0db-9d65-4b40-b5ec-e1dcde2d171a",
+ "metadata": {},
+ "source": [
+ "### Data Preprocessing\n",
+ "\n",
+ "The next few steps will address:\n",
+ "\n",
+ "1. Loading and preprocessing the prepared data consisting of the source images and labels\n",
+ "\n",
+ "2. Splitting the preprocessed images and labels into the training, validation and test data sets\n",
+ "\n",
+ "3. A sanity check to visualise our preprocessed data sets. This ensures everything from the previous two steps adds up."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "e0c7bb1f-d48f-4a6c-8579-67864abafcdd",
+ "metadata": {},
+ "source": [
+ "#### Loading and Preprocessing the data\n",
+ "\n",
+ "We will load the prepared data defined by the least cloudy RGB source images across all labels taken for every quadrimester throughout the year (every three months).\n",
+ "\n",
+ "We set up the temporary directory `tmp_dir` to point to the prepared data and loaded it onto `Xys`"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "f42d4d29-507b-43ca-a7bf-08aaaae975da",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "tmp_dir = os.path.join(os.getcwd(), \"landcovernet\")\n",
+ "labels_dir = os.path.join(tmp_dir, \"labels\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "df58b4c9-0642-487d-bffc-636a037c5fad",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "with open(os.path.join(tmp_dir, \"items.pkl\"), \"rb\") as fp:\n",
+ " Xys = pickle.load(fp) # load data"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "46a54833-14d2-4f01-b21c-d4c845902446",
+ "metadata": {},
+ "source": [
+ "Next, we will preprocess and extract the images and labels respectively.\n",
+ "\n",
+ "Since we obtained three RGB images from each season in the data preparation notebook, we will combine/concatenate those images into a single numpy array consisting of (3x3)= 9 bands\n",
+ "\n",
+ "We define the function `process_xy(Xys)` to take care of this.\n",
+ "The axis for the images were also swapped, as seen in `temp.swapaxes(i,j)` and the three images concatenated.\n",
+ "\n",
+ "This produces the 'X' data for images in the shape `(length of Xys, image height, image width, number of channels)`, which in our case will be `(1980, 256, 256, 9)`.\n",
+ "\n",
+ "Likewise, we have the 'Y' data in the shape `(length of Xys, image height, image width)`, which in our case will be `(1980, 256, 256)`"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "17431331-874a-46e7-a681-ebd0e3a76b1c",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def process_xy(Xys): # process x and y\n",
+ " \"\"\"\n",
+ " Ths function will process Xys into the desired X and Y\n",
+ " variables which we need for model development. It returns\n",
+ " them as numpy arrays\n",
+ " \"\"\"\n",
+ " total = 0\n",
+ " temp = []\n",
+ " total_list = []\n",
+ " for i in range(0, len(Xys)):\n",
+ " temp.append(Xys[i][0].data)\n",
+ " for i in range(0, len(Xys)):\n",
+ " total += len(Xys[i][0])\n",
+ " # saves the index of the label's first image, then the next label's\n",
+ " # first image, etc.\n",
+ " total_list.append(total)\n",
+ " # print(temp.shape)\n",
+ " for i in range(0, len(total_list) - 1):\n",
+ " if (\n",
+ " total_list[i + 1] != total_list[i] + 3\n",
+ " ): # the label does not contain three source images as desired\n",
+ " outlier = total_list[i]\n",
+ " temp = [it for sub in temp for it in sub]\n",
+ " temp = np.asarray(temp)\n",
+ " temp = temp.swapaxes(1, 2) # transform axis to desired shape\n",
+ " temp = temp.swapaxes(2, 3)\n",
+ " X_mod = []\n",
+ " for item in range(0, len(temp)):\n",
+ " if item == outlier:\n",
+ " pass\n",
+ " else:\n",
+ " X_mod.append(list(temp[item]))\n",
+ " del temp\n",
+ " del total_list\n",
+ " X_mod = np.asarray(X_mod)\n",
+ " flat_list = []\n",
+ " for i in range(0, len(X_mod), 3):\n",
+ " flat_list.append(\n",
+ " list(np.concatenate(X_mod[i : i + 3], axis=2))\n",
+ " ) # concatenate the data\n",
+ " flat_list = np.asarray(flat_list)\n",
+ " del X_mod\n",
+ " Y = np.zeros((len(Xys), 256, 256), dtype=np.float32)\n",
+ " for j in range(\n",
+ " 0, len(Xys)\n",
+ " ): # labels for the source images belonging to a label item\n",
+ " Y[j] = Xys[j][1][0].data\n",
+ " return flat_list, Y"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "b9bc9bd3-e74d-46f1-840f-c369e7aaa1d7",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "X, Y = process_xy(Xys) # extract x and y"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "b145887a-e5ba-436c-83a2-697bc7a7a2ea",
+ "metadata": {},
+ "source": [
+ "#### Splitting the data\n",
+ "\n",
+ "We will split the data into three non-overlapping data sets; the training, validation and test data sets.\n",
+ "\n",
+ "Much of the training will be on the training set, containing 70% of the data, while the validation and test sets will contain 30% of the data (15% each).\n",
+ "\n",
+ "We will use Scikit-learn's `train_test_split` for this. We also delete the X and Y variables thereafter to free some memory as they have served their purposes."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "683e6248-18fb-4190-bca2-5b633ddf1971",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "x_train, x_test, y_train, y_test = train_test_split(\n",
+ " X, Y, test_size=0.3\n",
+ ") # 70% split for training data\n",
+ "x_test, x_val, y_test, y_val = train_test_split(\n",
+ " x_test, y_test, test_size=0.5\n",
+ ") # 15% each for test and validation data\n",
+ "del X # clear memory\n",
+ "del Y"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "325359b0-4adf-439f-8af7-e5f54272d739",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "0"
+ ]
+ },
+ "execution_count": 8,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "import gc\n",
+ "\n",
+ "gc.collect()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "d7a5eb69-e9ba-4603-afd1-6e040b14ff4a",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "(1386, 256, 256, 9)\n",
+ "(1386, 256, 256)\n",
+ "(297, 256, 256, 9)\n",
+ "(297, 256, 256)\n",
+ "(297, 256, 256, 9)\n",
+ "(297, 256, 256)\n"
+ ]
+ }
+ ],
+ "source": [
+ "print(x_train.shape)\n",
+ "print(y_train.shape)\n",
+ "print(x_val.shape)\n",
+ "print(y_val.shape)\n",
+ "print(x_test.shape)\n",
+ "print(y_test.shape)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "42d1a6ff-6aae-48dd-9fa7-4b1b162e8c5a",
+ "metadata": {},
+ "source": [
+ "#### Sanity Check\n",
+ "\n",
+ "We will just make a sanity check by visualising a random training image and its label to make sure they fit.\n",
+ "\n",
+ "We will choose the second image within the concantenated image to visualise"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 28,
+ "id": "2286f2c1-549d-45e0-8b69-5e10d6d342de",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 28,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# view a random image\n",
+ "train_id = random.randint(0, len(x_train) - 1)\n",
+ "plt.imshow(\n",
+ " x_train[train_id][:, :, 3:6] * 2\n",
+ ") # chose the second image [3:6] in the concatenated image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "id": "b0c45626-e6f3-4dd6-921c-8f7ee1490e09",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 25,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.imshow(y_train[train_id]) # display corresponding label"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "afd6f0e1-129e-4e95-abd6-8e275e8d0948",
+ "metadata": {},
+ "source": [
+ "We can see that they match, so there was no problem with the data pre-processing stage"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "739877a9-c225-46f2-91f9-f5fd70f127e7",
+ "metadata": {},
+ "source": [
+ "#### Building the U-Net architecture\n",
+ "This model was thanks to YOUCEF GUICHI on Kaggle's Aerial Semantic Segmentation Drone Dataset.\n",
+ "\n",
+ "Their implementation can be found [here](https://www.kaggle.com/yesa911/aerial-semantic-segmentation-96-acc).\n",
+ "\n",
+ "For this tutorial, some tweaks were made on the referenced implementation to suit our application.\n",
+ "\n",
+ "We will define the convolution block `conv_block` tor the contracting path. The contracting path is a typical convolutional network that consists of repeated application of convolutions, each followed by a rectified linear unit (ReLU) and a max pooling operation.\n",
+ "The purpose of the contracting path is to reduce (contract) the spatial information while feature information is increased.\n",
+ "
\n",
+ "This represents the encoder portion of the model.\n",
+ "
\n",
+ "Hence, the `Conv2D` layer is used for this. We will choose the default number of filters, `n_filters` to be 32, using the 'relu' activation function.\n",
+ "\n",
+ "We will also define the upsampling block for the expanding path. The expanding path combines optimally, the high-level feature information and the information from the skip-connections, which copies a cropped version of the feature maps in the contracting path.\n",
+ "
\n",
+ "To implement this, the `Conv2DTranspose` layer was used, with the parameters defined.\n",
+ "\n",
+ "For both paths, we chose the `kernel_size`, as 3, which is the size of a convolutional filter."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "9680b0fc-26cb-4c55-87f7-7ce7c5189d84",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def conv_block(inputs=None, n_filters=32, dropout_prob=0, max_pooling=True):\n",
+ " # code reference: https://www.kaggle.com/yesa911/aerial-semantic-segmentation-96-acc\n",
+ " conv = Conv2D(\n",
+ " n_filters,\n",
+ " kernel_size=3,\n",
+ " activation=\"relu\",\n",
+ " padding=\"same\",\n",
+ " kernel_initializer=tf.keras.initializers.HeNormal(),\n",
+ " )(inputs)\n",
+ " conv = Conv2D(\n",
+ " n_filters,\n",
+ " kernel_size=3,\n",
+ " activation=\"relu\",\n",
+ " padding=\"same\",\n",
+ " kernel_initializer=tf.keras.initializers.HeNormal(),\n",
+ " )(conv)\n",
+ "\n",
+ " if dropout_prob > 0:\n",
+ " conv = Dropout(dropout_prob)(conv)\n",
+ " if max_pooling:\n",
+ " next_layer = MaxPooling2D(pool_size=(2, 2))(conv)\n",
+ "\n",
+ " else:\n",
+ " next_layer = conv\n",
+ "\n",
+ " skip_connection = conv\n",
+ "\n",
+ " return next_layer, skip_connection\n",
+ "\n",
+ "\n",
+ "def upsampling_block(expansive_input, contractive_input, n_filters=32):\n",
+ "\n",
+ " up = Conv2DTranspose(n_filters, kernel_size=3, strides=(2, 2), padding=\"same\")(\n",
+ " expansive_input\n",
+ " )\n",
+ "\n",
+ " merge = concatenate([up, contractive_input], axis=3)\n",
+ " conv = Conv2D(\n",
+ " n_filters,\n",
+ " kernel_size=3,\n",
+ " activation=\"relu\",\n",
+ " padding=\"same\",\n",
+ " kernel_initializer=tf.keras.initializers.HeNormal(),\n",
+ " )(merge)\n",
+ "\n",
+ " conv = Conv2D(\n",
+ " n_filters,\n",
+ " kernel_size=3,\n",
+ " activation=\"relu\",\n",
+ " padding=\"same\",\n",
+ " kernel_initializer=tf.keras.initializers.HeNormal(),\n",
+ " )(conv)\n",
+ "\n",
+ " return conv"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "id": "dd2a2434-de3c-46a1-99fb-bb4a3d0faeb3",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def unet_model(input_size=(256, 256, 3), n_filters=32, n_classes=8):\n",
+ " # code reference: https://www.kaggle.com/yesa911/aerial-semantic-segmentation-96-acc\n",
+ " inputs = tf.keras.Input(input_size)\n",
+ " # inputs = BatchNormalization()(inputs) # we can learn the normalization step\n",
+ " # inputs = Dropout(0.5)(inputs)\n",
+ " # contracting path\n",
+ " cblock1 = conv_block(inputs, n_filters)\n",
+ "\n",
+ " cblock2 = conv_block(cblock1[0], 2 * n_filters)\n",
+ "\n",
+ " cblock3 = conv_block(cblock2[0], 4 * n_filters)\n",
+ "\n",
+ " cblock4 = conv_block(cblock3[0], 8 * n_filters, dropout_prob=0.3)\n",
+ "\n",
+ " cblock5 = conv_block(cblock4[0], 16 * n_filters, dropout_prob=0.3, max_pooling=None)\n",
+ "\n",
+ " # expanding path\n",
+ " ublock6 = upsampling_block(cblock5[0], cblock4[1], 8 * n_filters)\n",
+ " ublock7 = upsampling_block(ublock6, cblock3[1], n_filters * 4)\n",
+ " ublock8 = upsampling_block(ublock7, cblock2[1], n_filters * 2)\n",
+ " ublock9 = upsampling_block(ublock8, cblock1[1], n_filters)\n",
+ "\n",
+ " conv9 = Conv2D(\n",
+ " n_filters, 3, activation=\"relu\", padding=\"same\", kernel_initializer=\"he_normal\"\n",
+ " )(ublock9)\n",
+ " # conv9 = BatchNormalization()(conv9)\n",
+ " conv10 = Conv2D(n_classes, kernel_size=1, padding=\"same\")(conv9)\n",
+ " model = tf.keras.Model(inputs=inputs, outputs=conv10)\n",
+ "\n",
+ " return model"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "6911c090-6422-420e-83b8-58452de9a8e8",
+ "metadata": {},
+ "source": [
+ "We will then build the model based on those defined paths and display the built model.\n",
+ "\n",
+ "The image height, image width and number of channels (`img_height`, `img_width`, `num_channels`) as 256, 256, 9 respectively, as defined by the shape of the input image described."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "id": "0f1c87d9-0446-4f7b-9bba-67721351d3e7",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "img_height = 256\n",
+ "img_width = 256\n",
+ "num_channels = 9 # modify since we have 9 channels instead\n",
+ "\n",
+ "unet = unet_model((img_height, img_width, num_channels))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "id": "610477ac-ba64-4760-b257-7b1e78475ba8",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Model: \"model_1\"\n",
+ "__________________________________________________________________________________________________\n",
+ "Layer (type) Output Shape Param # Connected to \n",
+ "==================================================================================================\n",
+ "input_2 (InputLayer) [(None, 256, 256, 9) 0 \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_20 (Conv2D) (None, 256, 256, 32) 2624 input_2[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_21 (Conv2D) (None, 256, 256, 32) 9248 conv2d_20[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "max_pooling2d_4 (MaxPooling2D) (None, 128, 128, 32) 0 conv2d_21[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_22 (Conv2D) (None, 128, 128, 64) 18496 max_pooling2d_4[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_23 (Conv2D) (None, 128, 128, 64) 36928 conv2d_22[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "max_pooling2d_5 (MaxPooling2D) (None, 64, 64, 64) 0 conv2d_23[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_24 (Conv2D) (None, 64, 64, 128) 73856 max_pooling2d_5[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_25 (Conv2D) (None, 64, 64, 128) 147584 conv2d_24[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "max_pooling2d_6 (MaxPooling2D) (None, 32, 32, 128) 0 conv2d_25[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_26 (Conv2D) (None, 32, 32, 256) 295168 max_pooling2d_6[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_27 (Conv2D) (None, 32, 32, 256) 590080 conv2d_26[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "dropout_2 (Dropout) (None, 32, 32, 256) 0 conv2d_27[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "max_pooling2d_7 (MaxPooling2D) (None, 16, 16, 256) 0 dropout_2[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_28 (Conv2D) (None, 16, 16, 512) 1180160 max_pooling2d_7[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_29 (Conv2D) (None, 16, 16, 512) 2359808 conv2d_28[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "dropout_3 (Dropout) (None, 16, 16, 512) 0 conv2d_29[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_transpose_4 (Conv2DTrans (None, 32, 32, 256) 1179904 dropout_3[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "concatenate_4 (Concatenate) (None, 32, 32, 512) 0 conv2d_transpose_4[0][0] \n",
+ " dropout_2[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_30 (Conv2D) (None, 32, 32, 256) 1179904 concatenate_4[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_31 (Conv2D) (None, 32, 32, 256) 590080 conv2d_30[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_transpose_5 (Conv2DTrans (None, 64, 64, 128) 295040 conv2d_31[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "concatenate_5 (Concatenate) (None, 64, 64, 256) 0 conv2d_transpose_5[0][0] \n",
+ " conv2d_25[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_32 (Conv2D) (None, 64, 64, 128) 295040 concatenate_5[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_33 (Conv2D) (None, 64, 64, 128) 147584 conv2d_32[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_transpose_6 (Conv2DTrans (None, 128, 128, 64) 73792 conv2d_33[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "concatenate_6 (Concatenate) (None, 128, 128, 128 0 conv2d_transpose_6[0][0] \n",
+ " conv2d_23[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_34 (Conv2D) (None, 128, 128, 64) 73792 concatenate_6[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_35 (Conv2D) (None, 128, 128, 64) 36928 conv2d_34[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_transpose_7 (Conv2DTrans (None, 256, 256, 32) 18464 conv2d_35[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "concatenate_7 (Concatenate) (None, 256, 256, 64) 0 conv2d_transpose_7[0][0] \n",
+ " conv2d_21[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_36 (Conv2D) (None, 256, 256, 32) 18464 concatenate_7[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_37 (Conv2D) (None, 256, 256, 32) 9248 conv2d_36[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_38 (Conv2D) (None, 256, 256, 32) 9248 conv2d_37[0][0] \n",
+ "__________________________________________________________________________________________________\n",
+ "conv2d_39 (Conv2D) (None, 256, 256, 8) 264 conv2d_38[0][0] \n",
+ "==================================================================================================\n",
+ "Total params: 8,641,704\n",
+ "Trainable params: 8,641,704\n",
+ "Non-trainable params: 0\n",
+ "__________________________________________________________________________________________________\n"
+ ]
+ }
+ ],
+ "source": [
+ "unet.summary()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "9c2ec848-f37b-40c8-affb-6b09dd0aca4e",
+ "metadata": {},
+ "source": [
+ "We will define a `model_checkpoint` which will be used to save the model as the validation loss declines.\n",
+ "\n",
+ "`model_earlyStopping` also terminates the training process if the validation loss doesn't increase after a certain number of epochs represented by the `patience`. In this case, we're using 50 epochs"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "id": "9802e03d-6b2a-4d23-bc93-7406d8346e74",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# save the model based on best validation loss\n",
+ "checkpoint_path = os.path.join(tmp_dir, \"unet_model.hdf5\")\n",
+ "model_checkpoint = ModelCheckpoint(\n",
+ " checkpoint_path, monitor=\"val_loss\", verbose=1, save_best_only=True\n",
+ ")\n",
+ "# stop training if no improvements after 50 epochs\n",
+ "model_earlyStopping = EarlyStopping(min_delta=0.001, patience=50)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "33b0d70f-58cf-410a-9d8d-21b4a9cc056e",
+ "metadata": {},
+ "source": [
+ "Next, we compile the model. We will use the Adam optimizer, with a learning rate of 3e-4.\n",
+ "The loss defined is the sparse categorical cross-entropy loss (since we have the label dimension of 256x256) and we chose the performance to be judged by the model's accuracy."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "id": "006987da-64d3-4f49-9b75-2af9fe2e5315",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# setting up and compiling the model\n",
+ "optimizer = tf.keras.optimizers.Adam(learning_rate=0.0003, name=\"Adam\")\n",
+ "loss = loss = tf.keras.losses.SparseCategoricalCrossentropy(from_logits=True)\n",
+ "unet.compile(optimizer=optimizer, loss=loss, metrics=[\"accuracy\"])"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "708d34e5-3bab-4998-b3b5-3aa746e5b548",
+ "metadata": {},
+ "source": [
+ "### Training the Model\n",
+ "\n",
+ "We will train the model on the data sets. We will choose a batch size of 16. The steps per epoch was calculated as the `(length of the training data)//batch size`.\n",
+ "\n",
+ "The validation steps as `(length of the validation data)//batch size`.\n",
+ "\n",
+ "The `model_checkpoint` and `model_earlyStopping` were also defined into the `callbacks`."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "id": "2e81f5fb-9723-4905-9d47-250c9f93e8e9",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "2022-02-28 23:48:55.446867: W tensorflow/core/framework/cpu_allocator_impl.cc:80] Allocation of 3269984256 exceeds 10% of free system memory.\n",
+ "2022-02-28 23:48:55.943699: I tensorflow/compiler/mlir/mlir_graph_optimization_pass.cc:116] None of the MLIR optimization passes are enabled (registered 2)\n",
+ "2022-02-28 23:48:55.965384: I tensorflow/core/platform/profile_utils/cpu_utils.cc:112] CPU Frequency: 2445410000 Hz\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Epoch 1/100\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "2022-02-28 23:48:56.933316: I tensorflow/stream_executor/platform/default/dso_loader.cc:49] Successfully opened dynamic library libcudnn.so.7\n",
+ "2022-02-28 23:48:59.621233: W tensorflow/stream_executor/gpu/asm_compiler.cc:63] Running ptxas --version returned 256\n",
+ "2022-02-28 23:48:59.772307: W tensorflow/stream_executor/gpu/redzone_allocator.cc:314] Internal: ptxas exited with non-zero error code 256, output: \n",
+ "Relying on driver to perform ptx compilation. \n",
+ "Modify $PATH to customize ptxas location.\n",
+ "This message will be only logged once.\n",
+ "2022-02-28 23:49:01.455656: I tensorflow/stream_executor/platform/default/dso_loader.cc:49] Successfully opened dynamic library libcublas.so.10\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "86/86 [==============================] - 123s 337ms/step - loss: 1.7958 - accuracy: 0.3338 - val_loss: 1.5575 - val_accuracy: 0.3477\n",
+ "\n",
+ "Epoch 00001: val_loss improved from inf to 1.55745, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 2/100\n",
+ "86/86 [==============================] - 118s 328ms/step - loss: 1.5182 - accuracy: 0.3648 - val_loss: 1.5356 - val_accuracy: 0.3547\n",
+ "\n",
+ "Epoch 00002: val_loss improved from 1.55745 to 1.53557, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 3/100\n",
+ "86/86 [==============================] - 28s 329ms/step - loss: 1.4885 - accuracy: 0.3681 - val_loss: 1.5318 - val_accuracy: 0.3553\n",
+ "\n",
+ "Epoch 00003: val_loss improved from 1.53557 to 1.53175, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 4/100\n",
+ "86/86 [==============================] - 28s 332ms/step - loss: 1.4986 - accuracy: 0.3635 - val_loss: 1.5306 - val_accuracy: 0.3552\n",
+ "\n",
+ "Epoch 00004: val_loss improved from 1.53175 to 1.53057, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 5/100\n",
+ "86/86 [==============================] - 29s 334ms/step - loss: 1.5225 - accuracy: 0.3477 - val_loss: 1.5499 - val_accuracy: 0.3554\n",
+ "\n",
+ "Epoch 00005: val_loss did not improve from 1.53057\n",
+ "Epoch 6/100\n",
+ "86/86 [==============================] - 29s 335ms/step - loss: 1.5080 - accuracy: 0.3558 - val_loss: 1.5315 - val_accuracy: 0.3556\n",
+ "\n",
+ "Epoch 00006: val_loss did not improve from 1.53057\n",
+ "Epoch 7/100\n",
+ "86/86 [==============================] - 29s 337ms/step - loss: 1.4908 - accuracy: 0.3514 - val_loss: 1.5334 - val_accuracy: 0.3552\n",
+ "\n",
+ "Epoch 00007: val_loss did not improve from 1.53057\n",
+ "Epoch 8/100\n",
+ "86/86 [==============================] - 29s 338ms/step - loss: 1.5140 - accuracy: 0.3699 - val_loss: 1.5305 - val_accuracy: 0.3554\n",
+ "\n",
+ "Epoch 00008: val_loss improved from 1.53057 to 1.53046, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 9/100\n",
+ "86/86 [==============================] - 29s 338ms/step - loss: 1.5134 - accuracy: 0.3577 - val_loss: 1.5278 - val_accuracy: 0.3557\n",
+ "\n",
+ "Epoch 00009: val_loss improved from 1.53046 to 1.52785, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 10/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.4930 - accuracy: 0.3672 - val_loss: 1.5282 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00010: val_loss did not improve from 1.52785\n",
+ "Epoch 11/100\n",
+ "86/86 [==============================] - 29s 340ms/step - loss: 1.4827 - accuracy: 0.3503 - val_loss: 1.5396 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00011: val_loss did not improve from 1.52785\n",
+ "Epoch 12/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4833 - accuracy: 0.3644 - val_loss: 1.5364 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00012: val_loss did not improve from 1.52785\n",
+ "Epoch 13/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.5142 - accuracy: 0.3597 - val_loss: 1.5288 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00013: val_loss did not improve from 1.52785\n",
+ "Epoch 14/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.5037 - accuracy: 0.3479 - val_loss: 1.5338 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00014: val_loss did not improve from 1.52785\n",
+ "Epoch 15/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.5177 - accuracy: 0.3591 - val_loss: 1.5279 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00015: val_loss did not improve from 1.52785\n",
+ "Epoch 16/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.5020 - accuracy: 0.3713 - val_loss: 1.5321 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00016: val_loss did not improve from 1.52785\n",
+ "Epoch 17/100\n",
+ "86/86 [==============================] - 29s 343ms/step - loss: 1.4694 - accuracy: 0.3572 - val_loss: 1.5266 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00017: val_loss improved from 1.52785 to 1.52662, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 18/100\n",
+ "86/86 [==============================] - 30s 343ms/step - loss: 1.5468 - accuracy: 0.3270 - val_loss: 1.5268 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00018: val_loss did not improve from 1.52662\n",
+ "Epoch 19/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.5024 - accuracy: 0.3405 - val_loss: 1.5391 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00019: val_loss did not improve from 1.52662\n",
+ "Epoch 20/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4870 - accuracy: 0.3576 - val_loss: 1.5312 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00020: val_loss did not improve from 1.52662\n",
+ "Epoch 21/100\n",
+ "86/86 [==============================] - 29s 343ms/step - loss: 1.5126 - accuracy: 0.3619 - val_loss: 1.5260 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00021: val_loss improved from 1.52662 to 1.52603, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 22/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4966 - accuracy: 0.3416 - val_loss: 1.5349 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00022: val_loss did not improve from 1.52603\n",
+ "Epoch 23/100\n",
+ "86/86 [==============================] - 29s 343ms/step - loss: 1.4935 - accuracy: 0.3623 - val_loss: 1.5266 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00023: val_loss did not improve from 1.52603\n",
+ "Epoch 24/100\n",
+ "86/86 [==============================] - 29s 343ms/step - loss: 1.4942 - accuracy: 0.3442 - val_loss: 1.5466 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00024: val_loss did not improve from 1.52603\n",
+ "Epoch 25/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4941 - accuracy: 0.3644 - val_loss: 1.5322 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00025: val_loss did not improve from 1.52603\n",
+ "Epoch 26/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.5024 - accuracy: 0.3500 - val_loss: 1.5286 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00026: val_loss did not improve from 1.52603\n",
+ "Epoch 27/100\n",
+ "86/86 [==============================] - 29s 343ms/step - loss: 1.4976 - accuracy: 0.3629 - val_loss: 1.5290 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00027: val_loss did not improve from 1.52603\n",
+ "Epoch 28/100\n",
+ "86/86 [==============================] - 29s 343ms/step - loss: 1.4727 - accuracy: 0.3910 - val_loss: 1.5271 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00028: val_loss did not improve from 1.52603\n",
+ "Epoch 29/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.5095 - accuracy: 0.3594 - val_loss: 1.5282 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00029: val_loss did not improve from 1.52603\n",
+ "Epoch 30/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4996 - accuracy: 0.3420 - val_loss: 1.5279 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00030: val_loss did not improve from 1.52603\n",
+ "Epoch 31/100\n",
+ "86/86 [==============================] - 29s 343ms/step - loss: 1.4839 - accuracy: 0.3629 - val_loss: 1.5262 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00031: val_loss did not improve from 1.52603\n",
+ "Epoch 32/100\n",
+ "86/86 [==============================] - 29s 343ms/step - loss: 1.4861 - accuracy: 0.3486 - val_loss: 1.5268 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00032: val_loss did not improve from 1.52603\n",
+ "Epoch 33/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4885 - accuracy: 0.3490 - val_loss: 1.5284 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00033: val_loss did not improve from 1.52603\n",
+ "Epoch 34/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.5166 - accuracy: 0.3577 - val_loss: 1.5262 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00034: val_loss did not improve from 1.52603\n",
+ "Epoch 35/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4855 - accuracy: 0.3493 - val_loss: 1.5260 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00035: val_loss improved from 1.52603 to 1.52601, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 36/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4740 - accuracy: 0.3662 - val_loss: 1.5286 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00036: val_loss did not improve from 1.52601\n",
+ "Epoch 37/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4804 - accuracy: 0.3652 - val_loss: 1.5302 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00037: val_loss did not improve from 1.52601\n",
+ "Epoch 38/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4947 - accuracy: 0.3388 - val_loss: 1.5296 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00038: val_loss did not improve from 1.52601\n",
+ "Epoch 39/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4901 - accuracy: 0.3592 - val_loss: 1.5259 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00039: val_loss improved from 1.52601 to 1.52589, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 40/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4699 - accuracy: 0.3735 - val_loss: 1.5296 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00040: val_loss did not improve from 1.52589\n",
+ "Epoch 41/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.5091 - accuracy: 0.3508 - val_loss: 1.5290 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00041: val_loss did not improve from 1.52589\n",
+ "Epoch 42/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4662 - accuracy: 0.3759 - val_loss: 1.5271 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00042: val_loss did not improve from 1.52589\n",
+ "Epoch 43/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.5121 - accuracy: 0.3477 - val_loss: 1.5361 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00043: val_loss did not improve from 1.52589\n",
+ "Epoch 44/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.5049 - accuracy: 0.3656 - val_loss: 1.5318 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00044: val_loss did not improve from 1.52589\n",
+ "Epoch 45/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4975 - accuracy: 0.3524 - val_loss: 1.5300 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00045: val_loss did not improve from 1.52589\n",
+ "Epoch 46/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4920 - accuracy: 0.3686 - val_loss: 1.5275 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00046: val_loss did not improve from 1.52589\n",
+ "Epoch 47/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4966 - accuracy: 0.3530 - val_loss: 1.5259 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00047: val_loss improved from 1.52589 to 1.52586, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 48/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.5025 - accuracy: 0.3617 - val_loss: 1.5254 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00048: val_loss improved from 1.52586 to 1.52541, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 49/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4785 - accuracy: 0.3665 - val_loss: 1.5277 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00049: val_loss did not improve from 1.52541\n",
+ "Epoch 50/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4744 - accuracy: 0.3572 - val_loss: 1.5270 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00050: val_loss did not improve from 1.52541\n",
+ "Epoch 51/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4842 - accuracy: 0.3572 - val_loss: 1.5276 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00051: val_loss did not improve from 1.52541\n",
+ "Epoch 52/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4725 - accuracy: 0.3760 - val_loss: 1.5256 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00052: val_loss did not improve from 1.52541\n",
+ "Epoch 53/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4905 - accuracy: 0.3561 - val_loss: 1.5275 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00053: val_loss did not improve from 1.52541\n",
+ "Epoch 54/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.5079 - accuracy: 0.3531 - val_loss: 1.5285 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00054: val_loss did not improve from 1.52541\n",
+ "Epoch 55/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4643 - accuracy: 0.3860 - val_loss: 1.5254 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00055: val_loss improved from 1.52541 to 1.52536, saving model to /home/jovyan/PlanetaryComputerExamples/landcovnet/unet_model.hdf5\n",
+ "Epoch 56/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4870 - accuracy: 0.3449 - val_loss: 1.5267 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00056: val_loss did not improve from 1.52536\n",
+ "Epoch 57/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4967 - accuracy: 0.3423 - val_loss: 1.5264 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00057: val_loss did not improve from 1.52536\n",
+ "Epoch 58/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4949 - accuracy: 0.3458 - val_loss: 1.5270 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00058: val_loss did not improve from 1.52536\n",
+ "Epoch 59/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4858 - accuracy: 0.3632 - val_loss: 1.5271 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00059: val_loss did not improve from 1.52536\n",
+ "Epoch 60/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.5012 - accuracy: 0.3445 - val_loss: 1.5270 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00060: val_loss did not improve from 1.52536\n",
+ "Epoch 61/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4769 - accuracy: 0.3585 - val_loss: 1.5277 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00061: val_loss did not improve from 1.52536\n",
+ "Epoch 62/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.5104 - accuracy: 0.3449 - val_loss: 1.5285 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00062: val_loss did not improve from 1.52536\n",
+ "Epoch 63/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4938 - accuracy: 0.3607 - val_loss: 1.5292 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00063: val_loss did not improve from 1.52536\n",
+ "Epoch 64/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4853 - accuracy: 0.3552 - val_loss: 1.5281 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00064: val_loss did not improve from 1.52536\n",
+ "Epoch 65/100\n",
+ "86/86 [==============================] - 29s 342ms/step - loss: 1.4846 - accuracy: 0.3536 - val_loss: 1.5295 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00065: val_loss did not improve from 1.52536\n",
+ "Epoch 66/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4920 - accuracy: 0.3530 - val_loss: 1.5273 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00066: val_loss did not improve from 1.52536\n",
+ "Epoch 67/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4785 - accuracy: 0.3473 - val_loss: 1.5271 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00067: val_loss did not improve from 1.52536\n",
+ "Epoch 68/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4956 - accuracy: 0.3626 - val_loss: 1.5255 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00068: val_loss did not improve from 1.52536\n",
+ "Epoch 69/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4699 - accuracy: 0.3719 - val_loss: 1.5296 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00069: val_loss did not improve from 1.52536\n",
+ "Epoch 70/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4865 - accuracy: 0.3686 - val_loss: 1.5266 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00070: val_loss did not improve from 1.52536\n",
+ "Epoch 71/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4808 - accuracy: 0.3780 - val_loss: 1.5256 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00071: val_loss did not improve from 1.52536\n",
+ "Epoch 72/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4826 - accuracy: 0.3619 - val_loss: 1.5256 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00072: val_loss did not improve from 1.52536\n",
+ "Epoch 73/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.5173 - accuracy: 0.3407 - val_loss: 1.5277 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00073: val_loss did not improve from 1.52536\n",
+ "Epoch 74/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.5002 - accuracy: 0.3504 - val_loss: 1.5322 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00074: val_loss did not improve from 1.52536\n",
+ "Epoch 75/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.4901 - accuracy: 0.3482 - val_loss: 1.5261 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00075: val_loss did not improve from 1.52536\n",
+ "Epoch 76/100\n",
+ "86/86 [==============================] - 29s 341ms/step - loss: 1.5001 - accuracy: 0.3589 - val_loss: 1.5305 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00076: val_loss did not improve from 1.52536\n",
+ "Epoch 77/100\n",
+ "86/86 [==============================] - 29s 340ms/step - loss: 1.4884 - accuracy: 0.3553 - val_loss: 1.5272 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00077: val_loss did not improve from 1.52536\n",
+ "Epoch 78/100\n",
+ "86/86 [==============================] - 29s 340ms/step - loss: 1.4937 - accuracy: 0.3631 - val_loss: 1.5319 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00078: val_loss did not improve from 1.52536\n",
+ "Epoch 79/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.4878 - accuracy: 0.3509 - val_loss: 1.5274 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00079: val_loss did not improve from 1.52536\n",
+ "Epoch 80/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.5072 - accuracy: 0.3551 - val_loss: 1.5257 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00080: val_loss did not improve from 1.52536\n",
+ "Epoch 81/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.4803 - accuracy: 0.3519 - val_loss: 1.5311 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00081: val_loss did not improve from 1.52536\n",
+ "Epoch 82/100\n",
+ "86/86 [==============================] - 29s 338ms/step - loss: 1.4972 - accuracy: 0.3528 - val_loss: 1.5261 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00082: val_loss did not improve from 1.52536\n",
+ "Epoch 83/100\n",
+ "86/86 [==============================] - 29s 338ms/step - loss: 1.4818 - accuracy: 0.3620 - val_loss: 1.5272 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00083: val_loss did not improve from 1.52536\n",
+ "Epoch 84/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.5038 - accuracy: 0.3569 - val_loss: 1.5276 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00084: val_loss did not improve from 1.52536\n",
+ "Epoch 85/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.4974 - accuracy: 0.3505 - val_loss: 1.5338 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00085: val_loss did not improve from 1.52536\n",
+ "Epoch 86/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.4645 - accuracy: 0.3675 - val_loss: 1.5257 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00086: val_loss did not improve from 1.52536\n",
+ "Epoch 87/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.4907 - accuracy: 0.3640 - val_loss: 1.5271 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00087: val_loss did not improve from 1.52536\n",
+ "Epoch 88/100\n",
+ "86/86 [==============================] - 29s 340ms/step - loss: 1.4890 - accuracy: 0.3578 - val_loss: 1.5277 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00088: val_loss did not improve from 1.52536\n",
+ "Epoch 89/100\n",
+ "86/86 [==============================] - 29s 340ms/step - loss: 1.4965 - accuracy: 0.3382 - val_loss: 1.5308 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00089: val_loss did not improve from 1.52536\n",
+ "Epoch 90/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.5022 - accuracy: 0.3543 - val_loss: 1.5269 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00090: val_loss did not improve from 1.52536\n",
+ "Epoch 91/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.4952 - accuracy: 0.3704 - val_loss: 1.5301 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00091: val_loss did not improve from 1.52536\n",
+ "Epoch 92/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.4951 - accuracy: 0.3597 - val_loss: 1.5264 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00092: val_loss did not improve from 1.52536\n",
+ "Epoch 93/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.4864 - accuracy: 0.3565 - val_loss: 1.5257 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00093: val_loss did not improve from 1.52536\n",
+ "Epoch 94/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.5263 - accuracy: 0.3303 - val_loss: 1.5283 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00094: val_loss did not improve from 1.52536\n",
+ "Epoch 95/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.4925 - accuracy: 0.3593 - val_loss: 1.5255 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00095: val_loss did not improve from 1.52536\n",
+ "Epoch 96/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.4633 - accuracy: 0.3698 - val_loss: 1.5259 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00096: val_loss did not improve from 1.52536\n",
+ "Epoch 97/100\n",
+ "86/86 [==============================] - 29s 338ms/step - loss: 1.4966 - accuracy: 0.3655 - val_loss: 1.5260 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00097: val_loss did not improve from 1.52536\n",
+ "Epoch 98/100\n",
+ "86/86 [==============================] - 29s 339ms/step - loss: 1.4984 - accuracy: 0.3582 - val_loss: 1.5271 - val_accuracy: 0.3559\n",
+ "\n",
+ "Epoch 00098: val_loss did not improve from 1.52536\n"
+ ]
+ }
+ ],
+ "source": [
+ "batch_size = 16\n",
+ "history = unet.fit(\n",
+ " x=x_train,\n",
+ " y=y_train,\n",
+ " validation_data=(x_val, y_val),\n",
+ " steps_per_epoch=len(x_train) // batch_size,\n",
+ " validation_steps=len(x_val) // batch_size,\n",
+ " batch_size=batch_size,\n",
+ " epochs=100,\n",
+ " callbacks=[model_checkpoint, model_earlyStopping],\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "3892a194-bd3d-403a-a996-d5df5ec5f2e2",
+ "metadata": {},
+ "source": [
+ "### Visualising the Model Results\n",
+ "\n",
+ "First, we can inspect the loss and accuracy curves for the number of epochs defined in the training process.\n",
+ "\n",
+ "This was done for both the training and test losses and accuracies, shown in the figures below"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 24,
+ "id": "d51e6e57-4e59-4c9a-91d2-e7958175be4c",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Get training and test loss histories\n",
+ "training_loss = history.history[\"loss\"]\n",
+ "test_loss = history.history[\"val_loss\"]\n",
+ "\n",
+ "# Create count of the number of epochs\n",
+ "epoch_count = range(1, len(training_loss) + 1)\n",
+ "\n",
+ "# Visualize loss history\n",
+ "plt.plot(epoch_count, training_loss, \"r--\")\n",
+ "plt.plot(epoch_count, test_loss, \"b-\")\n",
+ "plt.legend([\"Training Loss\", \"Test Loss\"])\n",
+ "plt.xlabel(\"Epoch\")\n",
+ "plt.ylabel(\"Loss\")\n",
+ "plt.show();"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "id": "96a0322f-76a6-4538-b6ab-c696d1b60d48",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Get training and test loss histories\n",
+ "training_loss = history.history[\"accuracy\"]\n",
+ "test_loss = history.history[\"val_accuracy\"]\n",
+ "\n",
+ "# Create count of the number of epochs\n",
+ "epoch_count = range(1, len(training_loss) + 1)\n",
+ "\n",
+ "# Visualize loss history\n",
+ "plt.plot(epoch_count, training_loss, \"r--\")\n",
+ "plt.plot(epoch_count, test_loss, \"b-\")\n",
+ "plt.legend([\"Training Accuracy\", \"Test Accuracy\"])\n",
+ "plt.xlabel(\"Epoch\")\n",
+ "plt.ylabel(\"Accuracy\")\n",
+ "plt.show();"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2cbe321b-7eba-42ee-93e5-c295f43802b0",
+ "metadata": {},
+ "source": [
+ "Next, we will load the model from the saved directory to make predictions as shown"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "acae3ef1-aeb7-403a-81d4-618d423535f3",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "loaded_model = tf.keras.models.load_model(checkpoint_path)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "id": "e2ab0ff5-14f0-46d0-b87b-37707bb22956",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import random\n",
+ "\n",
+ "i = random.randint(0, len(x_train) - 1)\n",
+ "pred_mask = loaded_model.predict(np.expand_dims(x_train[i], 0))\n",
+ "pred_mask = np.argmax(pred_mask, axis=-1)\n",
+ "pred_mask = pred_mask[0]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "id": "65e835da-58c4-4d0c-bd1e-4395f7e7ad6c",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 13,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
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+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.imshow(pred_mask)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "219317a4-8522-4e85-b352-ad423ea11f56",
+ "metadata": {},
+ "source": [
+ "Next, we will visualise the model results on the test set, showing the true image, the true label and the predicted label\n",
+ "\n",
+ "To obtain the loss and accuracy scores for the test image, we use the `model.evaluate` method, which in our case is `loaded_model.evaluate` while to obtain the label prediction, we use the `mdoel.predict` method, which in our case is `loaded_model.predict`.\n",
+ "\n",
+ "We will visualise the true colour image, the true label and predicted label below. We will just display the first of the concatenated source image."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "id": "7277bf88-e0ab-4089-9e99-56742eb908f3",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "1/1 [==============================] - 0s 26ms/step - loss: 1.3529 - accuracy: 0.7004\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[1.3529329299926758, 0.7004241943359375]\n",
+ "3\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import random\n",
+ "\n",
+ "fig, axes = plt.subplots(nrows=1, ncols=3, figsize=(21, 10.80))\n",
+ "i = random.randint(0, len(x_test) - 1)\n",
+ "test_result = loaded_model.evaluate(\n",
+ " np.expand_dims(x_test[i], 0), np.expand_dims(y_test[i], 0)\n",
+ ")\n",
+ "pred_mask = loaded_model.predict(np.expand_dims(x_test[i], 0))\n",
+ "pred_mask = np.argmax(pred_mask, axis=-1)\n",
+ "pred_mask = pred_mask[0]\n",
+ "print(test_result) # print results on the random field\n",
+ "print(i) # print ID\n",
+ "# Perform a sanity check on some random training samples\n",
+ "plt.subplot(1, 3, 1)\n",
+ "fontsize = 25\n",
+ "axes[0].imshow((x_test[i][:, :, 0:3]) * 2) # display first image\n",
+ "plt.title(\"True Color Image\", fontdict={\"fontsize\": fontsize})\n",
+ "plt.axis(\"off\")\n",
+ "plt.subplot(1, 3, 2)\n",
+ "axes[1].imshow(y_test[i])\n",
+ "plt.title(\"True Label\", fontdict={\"fontsize\": fontsize}) # display actual label\n",
+ "plt.axis(\"off\")\n",
+ "plt.subplot(1, 3, 3)\n",
+ "axes[2].imshow(pred_mask) # for predicted label\n",
+ "plt.title(\"Predicted Label\", fontdict={\"fontsize\": fontsize})\n",
+ "plt.axis(\"off\")\n",
+ "fig.tight_layout()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "04058108-12eb-4926-87c0-ac8fd07647e0",
+ "metadata": {},
+ "source": [
+ "#### Future Work\n",
+ "\n",
+ "There appears to be some class imbalance in the data as majority of the pixels fall under label 8 (index 7). This represents about 30% of the data as shown:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 24,
+ "id": "2cd19201-c61c-45a6-863e-f09c6dc2ca0d",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[0. 1. 2. 3. 4. 5. 6. 7.] [ 68451 1996871 2451778 15068808 68629 24191081 14130223 32857055]\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "[0.07535926191321698,\n",
+ " 2.198400676336467,\n",
+ " 2.6992181334832703,\n",
+ " 16.589593268060064,\n",
+ " 0.07555522615947421,\n",
+ " 26.63251097928222,\n",
+ " 15.556283705850356,\n",
+ " 36.17307874891493]"
+ ]
+ },
+ "execution_count": 24,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "(unique, counts) = np.unique(y_train, return_counts=True)\n",
+ "print(unique, counts)\n",
+ "sum = 0\n",
+ "percentage = []\n",
+ "for i in counts:\n",
+ " sum += i\n",
+ "for i in counts:\n",
+ " percentage.append(((i / sum) * 100))\n",
+ "percentage"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "55da4db3-e707-4c0e-b9dc-67c33f38f1af",
+ "metadata": {},
+ "source": [
+ "We can see it in the calculation that it covers 36% of the data, while class 1 represents a meagre 0.075% of the data.\n",
+ "\n",
+ "Hence, a possible improvement to the model would be to take this class imbalance into account for model training"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3 (ipykernel)",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.8.12"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/tutorials/model_training/README.md b/tutorials/model_training/README.md
new file mode 100644
index 00000000..1d243033
--- /dev/null
+++ b/tutorials/model_training/README.md
@@ -0,0 +1,47 @@
+## LandCoverNet Data Exploration
+
+
+
+This tutorial delves into building a scalable model on the LandCoverNet dataset.
+
+The tutorial is split into three notebooks:
+
+### 1. Data Exploration
+In this notebook, a portion of the tutorial:
+
+1. We will authenticate to MLHub via the API key to make requests on the LandCoverNet label collection
+
+2. We will download the label collection into PC
+
+3. We will perform some exploratory data analysis on these labels to get a better understanding of the LandCoverNet data
+
+### 2. Data Preparation
+
+This portion of the tutorial is focused on preparing the data for training a semantic segmentation model for LandCoverNet data.
+Here:
+
+1. We will inspect the source imagery for the labels we have
+
+2. We will process the source imagery in parallel using Dask
+
+3. We will select the labels and filtered source images from Dask to be loaded
+
+4. We will save the images and associated labels data as a pickle file ('.pkl') on our directory to be loaded for model training
+
+### 3. Model Training
+
+This portion of the tutorial is focused on developing a semantic segmentation model for LandCoverNet data.
+Here:
+
+1. We will load the prepared data as training, test and validation data
+
+2. We will build a segmentation model, train it on the training data, inspect the results on the validation data and make predictions on the test data
+
+## How To Get Started
+
+1. Login to Planetary Computer's JupyterLab hub.
+2. CD to the directory you're working on
+3. Run the command: `pip install -r requirements.txt`
+4. Use the `1. Data Exploration` notebook and follow the instructions
+5. Use the `2. Data Preparation` notebook and follow the instructions
+6. Use the `3. Model Training` notebook and follow the instructions (preferably use the Tensorflow GPU server for faster training results)
diff --git a/tutorials/model_training/requirements.txt b/tutorials/model_training/requirements.txt
new file mode 100644
index 00000000..15f4970c
--- /dev/null
+++ b/tutorials/model_training/requirements.txt
@@ -0,0 +1,2 @@
+tensorflow
+keras==2.3.1