{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "wvG1SXDeRKaM" }, "source": [ "# Workshop License\n", "\n", "MIT License\n", "\n", "Copyright (c) 2024 Sina Jahangir$^{1}$, and John Quilty$^{2}$\n", "\n", "1 Department of Bioresource Engineering, McGill University\n", "\n", "2 Department of Civil and Environmental Engineering, University of Waterloo\n", "\n", "Contact\n", "\n", "(SJ):sina.jahangir@yahoo.com\n", "\n", "\n", "(JQ):john.quilty@uwaterloo.ca\n", "\n", "Permission is hereby granted, free of charge, to any person obtaining a copy\n", "of this software and associated documentation files (the \"Software\"), to deal\n", "in the Software without restriction, including without limitation the rights\n", "to use, copy, modify, merge, publish, distribute, sublicense, and/or sell\n", "copies of the Software, and to permit persons to whom the Software is\n", "furnished to do so, subject to the following conditions:\n", "\n", "The above copyright notice and this permission notice shall be included in all\n", "copies or substantial portions of the Software.\n", "\n", "THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\n", "IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\n", "FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\n", "AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\n", "LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,\n", "OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE\n", "SOFTWARE." ] }, { "cell_type": "markdown", "metadata": { "id": "hozNRehX6mAV" }, "source": [ "\n", "\n", "```\n", "# This is formatted as code\n", "```\n", "\n", "# Machine Learning Workshop\n", "\n", "Welcome to the Machine Learning Workshop! This material is intended for the CSHS Workshop, Machine Learning For Streamflow Forecasting: A Primer for the Practitioner.\n", "\n", "The intent of this workshop is to enable everyone to construct and understand machine learning models for hydrological forecasting with a hands-on exercise. Due to its growing interest in hydrology, there will be a special focus on Long Short-Term Memory networks (LSTMs) in this workshop. LSTM is a popular deep learning (DL) model for time series, such as those routinely used in hydrological forecasting.\n", "\n", "This exercise and workshop has been prepared by Mohammad Sina Jahangir and reviewed and modified by John Quilty." ] }, { "cell_type": "markdown", "metadata": { "id": "XszHkSdVNJ-A" }, "source": [ "It is highly suggested that you create a copy of this file before editing it.\n", "\n", "To do so: File->Save a copy in Drive." ] }, { "cell_type": "markdown", "metadata": { "id": "NPScf_56ZbQE" }, "source": [ "# **Importing the Essential Libraries**" ] }, { "cell_type": "markdown", "metadata": { "id": "CYsDETlNixJz" }, "source": [ "Install the required python libraries for developing the models.\n", "We need these libraries to run the scripts." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "collapsed": true, "id": "ZZP-q-UEGEJz", "outputId": "45da1efb-6eb6-4eba-a512-a1b815560581" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Collecting neuralforecast\n", " Downloading neuralforecast-1.7.5-py3-none-any.whl.metadata (14 kB)\n", "Collecting coreforecast>=0.0.6 (from neuralforecast)\n", " Downloading coreforecast-0.0.14-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl.metadata (3.8 kB)\n", "Requirement already satisfied: fsspec in /usr/local/lib/python3.10/dist-packages (from neuralforecast) (2024.10.0)\n", "Requirement already satisfied: numpy>=1.21.6 in /usr/local/lib/python3.10/dist-packages (from neuralforecast) (1.26.4)\n", "Requirement already satisfied: pandas>=1.3.5 in /usr/local/lib/python3.10/dist-packages (from neuralforecast) (2.2.2)\n", "Requirement already satisfied: torch>=2.0.0 in /usr/local/lib/python3.10/dist-packages (from neuralforecast) (2.5.0+cu121)\n", "Collecting pytorch-lightning>=2.0.0 (from neuralforecast)\n", " Downloading pytorch_lightning-2.4.0-py3-none-any.whl.metadata (21 kB)\n", "Collecting ray>=2.2.0 (from 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"code", "source": [ "#import the NeuralForecast library, which we will use to build our LSTM models\n", "from neuralforecast import NeuralForecast\n", "#from the NF library, import the LSTM model\n", "from neuralforecast.models import LSTM\n", "#import the MSE loss function\n", "from neuralforecast.losses.pytorch import MSE" ], "metadata": { "id": "cBTxC4V-hrga", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "7bf4b52f-20d2-406f-fee3-a6c239081890" }, "execution_count": 2, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "/usr/local/lib/python3.10/dist-packages/dask/dataframe/__init__.py:42: FutureWarning: \n", "Dask dataframe query planning is disabled because dask-expr is not installed.\n", "\n", "You can install it with `pip install dask[dataframe]` or `conda install dask`.\n", "This will raise in a future version.\n", "\n", " warnings.warn(msg, FutureWarning)\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "g12H_gB57GE1" }, "source": [ "In this exercise, we will keep all data within the temporary session within Google Colab. You can download the data/results or mount your own Google Drive if you wish to store results." ] }, { "cell_type": "markdown", "metadata": { "id": "HOZ9p6V-cI7J" }, "source": [ "##Mount Google Drive (optional)\n" ] }, { "cell_type": "markdown", "metadata": { "id": "KVGMXvp-dApi" }, "source": [ "Mount the Google Drive to be able to access the uploaded files." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "id": "2Zt795iPcUYd", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "dad8a211-f472-45c2-999a-6f7f7e211070" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Mounted at /content/drive\n" ] } ], "source": [ "#uncomment below\n", "from google.colab import drive\n", "drive.mount('/content/drive')" ] }, { "cell_type": "markdown", "metadata": { "id": "sBgklR4QaVhk" }, "source": [ "# Reading the Data" ] }, { "cell_type": "markdown", "metadata": { "id": "l4TKXsKnBkmC" }, "source": [ "In this exercise, we will be forecasting streamflow at USGS gauge ID 01022500, Narraguagus River at Cherryfield, Maine.\n", "\n", "The gauge data may be accessed in real-time from the [USGS gauge site](https://waterdata.usgs.gov/monitoring-location/01022500/#parameterCode=00060&period=P7D&showMedian=false).\n", "\n", "Here, we will download daily data for both streamflow and meteorological inputs (precipitation, solar radiation, daily maximum temperature, daily minimum temperature, and ERA5 precipitation). ERA5 precipitation reanalysis is adopted as an alternative to meterological forecasts. We store this data in a dataframe (df_total) that has 9 columns (variables) and 10,085 rows (observations).\n", "\n", "[DeepLearningWorkshop_CWRA2024_Data](https://drive.google.com/file/d/1Y-GbDI_GLEEMh9Pw0zUbCfTKiTFSLGki/view?usp=sharing)\n", "\n", "This data is retrieved by running the code below, and is downloaded and unzipped.\n", "\n", "Note: on the left hand side, click on the folder icon and then click Refresh after running the blocks below to see the downloaded and unzipped files." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "id": "0QtC9SKtMgM3", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "3cc0db6b-6afc-4ee9-9ff6-6b6217175642" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "/usr/local/lib/python3.10/dist-packages/gdown/__main__.py:140: FutureWarning: Option `--id` was deprecated in version 4.3.1 and will be removed in 5.0. You don't need to pass it anymore to use a file ID.\n", " warnings.warn(\n", "Downloading...\n", "From: https://drive.google.com/uc?id=1yhvghpdfADMj2Kw5Zk5YFzwR2mAbRaYx\n", "To: /content/CAMELS_Basin_1022500.zip\n", "100% 189k/189k [00:00<00:00, 94.6MB/s]\n", "Archive: CAMELS_Basin_1022500.zip\n", " inflating: CAMELS_Basin_1022500.csv \n" ] } ], "source": [ "#dont change this\n", "!gdown --id 1yhvghpdfADMj2Kw5Zk5YFzwR2mAbRaYx\n", "#unzip the file\n", "!unzip CAMELS_Basin_1022500.zip" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "id": "dgIK6M56fupx" }, "outputs": [], "source": [ "#either read the file from your drive folder (you should have mounted the drive), or read it from the temp folder\n", "#df_total=pd.read_csv('/content/drive/MyDrive/[your drive folder]/CAMELS_Basin_1022500.csv')\n", "df_total=pd.read_csv('/content/CAMELS_Basin_1022500.csv')" ] }, { "cell_type": "markdown", "metadata": { "id": "1YOeG0qUgAPY" }, "source": [ "We install statsforecast library to do some plotting of data (optional)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "collapsed": true, "id": "jAUOCMwzf7ka", "outputId": "4bb2779f-a09f-4c00-dab0-d5bc9cfe23b2" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Collecting statsforecast\n", " Downloading statsforecast-1.7.8-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl.metadata (28 kB)\n", "Requirement already satisfied: cloudpickle in /usr/local/lib/python3.10/dist-packages (from statsforecast) (3.1.0)\n", "Requirement already satisfied: coreforecast>=0.0.12 in /usr/local/lib/python3.10/dist-packages (from statsforecast) (0.0.14)\n", "Requirement already satisfied: numba>=0.55.0 in /usr/local/lib/python3.10/dist-packages (from statsforecast) (0.60.0)\n", "Requirement already satisfied: numpy>=1.21.6 in /usr/local/lib/python3.10/dist-packages (from statsforecast) (1.26.4)\n", "Requirement already satisfied: 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collected packages: appdirs, fs, triad, adagio, fugue, statsforecast\n", "Successfully installed adagio-0.2.6 appdirs-1.4.4 fs-2.4.16 fugue-0.9.1 statsforecast-1.7.8 triad-0.9.8\n" ] } ], "source": [ "!pip install statsforecast\n", "from statsforecast import StatsForecast" ] }, { "cell_type": "markdown", "metadata": { "id": "xb16nM_qgiTT" }, "source": [ "##Data preparation" ] }, { "cell_type": "markdown", "metadata": { "id": "bxDZdEuLgm94" }, "source": [ "Before continuing, we should make the dataframe consistent with the library's API\n", "\n", "To use NeuralForecast, we have to include the unique_id column and rename the target (streamflow) and time (date) columns (why?)." ] }, { "cell_type": "markdown", "source": [ "Remember that checking the data before model development, is a must, and not a luxury!" ], "metadata": { "id": "EuQRvxwAikhP" } }, { "cell_type": "code", "execution_count": 7, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 206 }, "id": 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dateprsradswetmaxtminvpqERA5_pr
01984-06-060.0529.90021.125.95921.055.250.29
11984-06-070.0473.11022.089.721217.614.000.41
21984-06-080.0479.10024.5811.351347.793.274.76
31984-06-090.0502.39030.1413.901591.792.740.01
41984-06-100.0480.55031.7016.241838.962.310.00
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\n" ], "application/vnd.google.colaboratory.intrinsic+json": { "type": "dataframe", "variable_name": "df_total", "summary": "{\n \"name\": \"df_total\",\n \"rows\": 10085,\n \"fields\": [\n {\n \"column\": \"date\",\n \"properties\": {\n \"dtype\": \"object\",\n \"num_unique_values\": 10085,\n \"samples\": [\n \"1990-05-14\",\n \"2005-09-12\",\n \"1992-09-25\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"pr\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 7.455063972319897,\n \"min\": 0.0,\n \"max\": 93.16,\n \"num_unique_values\": 1812,\n \"samples\": [\n 6.02,\n 2.02,\n 9.52\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"srad\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 132.8994803701706,\n \"min\": 39.73,\n \"max\": 675.64,\n \"num_unique_values\": 9071,\n \"samples\": [\n 421.83,\n 214.83,\n 357.36\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"swe\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0,\n \"min\": 0,\n \"max\": 0,\n \"num_unique_values\": 1,\n \"samples\": [\n 0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"tmax\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 10.479424611720791,\n \"min\": -19.83,\n \"max\": 34.18,\n \"num_unique_values\": 3645,\n \"samples\": [\n 24.3\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"tmin\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 10.060391241598648,\n \"min\": -28.98,\n \"max\": 19.84,\n \"num_unique_values\": 3539,\n \"samples\": [\n 11.25\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"vp\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 492.386689409983,\n \"min\": 49.14,\n \"max\": 2306.94,\n \"num_unique_values\": 9392,\n \"samples\": [\n 2162.68\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"q\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 2.455804283646605,\n \"min\": 0.05,\n \"max\": 28.27,\n \"num_unique_values\": 665,\n \"samples\": [\n 0.84\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"ERA5_pr\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 6.857150253359693,\n \"min\": 0.0,\n \"max\": 107.8,\n \"num_unique_values\": 1677,\n \"samples\": [\n 27.18\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" } }, "metadata": {}, "execution_count": 7 } ], "source": [ "df_total.head()" ] }, { "cell_type": "code", "source": [ "#check the last entries. Also, let's check 10 entries instead of five\n", "#your code below" ], "metadata": { "id": "7oPXk3yAi0DP" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "execution_count": 10, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 607 }, "id": "VHvGdxCmqWSp", "outputId": "e808f7aa-51f9-4de0-b959-12e083ed98b0" }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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\n" }, "metadata": {} } ], "source": [ "#plot one of the columns (feel free to change the variable)\n", "df_total.plot(x='date', y='tmax', figsize=(6, 6),c='red')\n", "plt.xlabel('Date')\n", "plt.ylabel('Max temp.')\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "source": [ "For using NeuralForecast models, the data needs to be in a format supported by the library" ], "metadata": { "id": "WxcsO3GcjOhA" } }, { "cell_type": "code", "execution_count": 11, "metadata": { "id": "qx-DI4nXgtbB" }, "outputs": [], "source": [ "#changing the date, and streamflow column names, adding the identifier\n", " ##library specific\n", "df_total['unique_id'] = 1. # We can add an integer as identifier\n", "df_total =df_total.rename(columns={'date': 'ds', 'q': 'y'})" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "id": "3mFRkND47AVV" }, "outputs": [], "source": [ "#convert ds date to timestamp\n", "#this is because dates are usually in string format, not recognized by all Python classes\n", "df_total['ds'] = pd.to_datetime(df_total['ds'])" ] }, { "cell_type": "markdown", "metadata": { "id": "6TC7LKnHjP7Q" }, "source": [ "Plot target (Q mm/day)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 257 }, "id": "aQC1JefngL-R", "outputId": "1d3685b8-0573-414a-a532-097fc6640034" }, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {}, "execution_count": 13 } ], "source": [ "StatsForecast.plot(df_total, engine='matplotlib')" ] }, { "cell_type": "markdown", "metadata": { "id": "c3MXkUHNrtO_" }, "source": [ "Use the code template provided above to plot q (y) using pandas available classes" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "RQn7gQCFr9TI" }, "outputs": [], "source": [ "#your code below" ] }, { "cell_type": "markdown", "metadata": { "id": "bBm1DSUTpiOW" }, "source": [ "# **Splitting the Data**" ] }, { "cell_type": "markdown", "metadata": { "id": "T9h0bwi3qpRT" }, "source": [ "Here, data up to 2008 is used for training/optimization + validation, and the rest is used for testing (out-of-sample evaluation).\n", "We will discuss validation in the next sections in more detail.\n", "\n", "Note: For hydrologic modelers: training + validation is similar to the calibration set, while the test set is similar to the validation set" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "id": "AhmIzdf5kZTY" }, "outputs": [], "source": [ "Y_train_df = df_total[df_total.ds<='2008-12-31']\n", "Y_test_df =df_total[df_total.ds>'2008-12-31']" ] }, { "cell_type": "markdown", "metadata": { "id": "7_YB9dgVRTwI" }, "source": [ "We can visualize our flow data by assigned period, i.e. training, validation, and testing." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 257 }, "id": "rBsMbJWgi2fU", "outputId": "8f9627cc-3778-4631-c7da-c57a2d38edc9" }, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {}, "execution_count": 15 } ], "source": [ "#illustrating all the periods\n", "StatsForecast.plot(Y_test_df, engine='matplotlib')" ] }, { "cell_type": "markdown", "metadata": { "id": "p087UhFeLftk" }, "source": [ "# Performance Metric" ] }, { "cell_type": "markdown", "metadata": { "id": "RdXjLtdKFa1X" }, "source": [ "We can define some common metrics that are used for evaluating model performance results, such as Nash-Sutcliffe Efficiency (NSE).\n", "A NSE=0 indicates that the predictions/forecasts are as accurate as reporting the mean of the target (streamflow)" ] }, { "cell_type": "markdown", "source": [ "![image.png](data:image/png;base64,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)" ], "metadata": { "id": "ba1nDTZs-6fk" } }, { "cell_type": "code", "execution_count": 16, "metadata": { "id": "5sZbKH06KuQM" }, "outputs": [], "source": [ "#defining some error functions\n", "def NSE(Pr,Y):\n", " Pr=np.reshape(Pr,(-1,1))\n", " Y=np.reshape(Y,(-1,1))\n", " error=Y-Pr\n", " nse=1-(np.nansum((error)**2))/np.nansum((Y-np.nanmean(Y))**2)\n", " return nse" ] }, { "cell_type": "markdown", "source": [ "As a rule of thumb, a NSE>0.5 is considered satisfactory" ], "metadata": { "id": "R0CY_4vCkDxe" } }, { "cell_type": "markdown", "metadata": { "id": "oAcOFJNZL0jf" }, "source": [ "# Plot Settings (optional)" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "id": "TpkhTpJTMD1y" }, "outputs": [], "source": [ "#general plot settings\n", "import matplotlib.pylab as pylab\n", "params = {'legend.fontsize': 'large',\n", " 'axes.labelsize': 'x-large',\n", " 'axes.titlesize':'x-large',\n", " 'xtick.labelsize':'x-large',\n", " 'ytick.labelsize':'x-large'}\n", "pylab.rcParams.update(params)\n", "#%%\n", "from matplotlib import rcParams\n", "rcParams['axes.labelweight'] = 'bold'\n", "rcParams['font.weight'] = 'bold'" ] }, { "cell_type": "markdown", "metadata": { "id": "JC4TT2kydsql" }, "source": [ "# Building Deep Learning (DL) models" ] }, { "cell_type": "markdown", "metadata": { "id": "7xJjxTglO5U9" }, "source": [ "## LSTM" ] }, { "cell_type": "markdown", "metadata": { "id": "ljZI2loAln7-" }, "source": [ "Let's start with a simple LSTM. This model will be trained without any hyperparameter optimization. Hyperparameters are model settings that influence the training/optimization of the model parameters (weights and biases in the LSTM).\n", "\n", "Recall that this model is using only meteorological data and streamflow as input.\n", "\n", "First, we select a lag/lookback period of 14 (two weeks). This means that all selected meterological forcings and streamflow values are lagged 14 days and considered as input to the model to forecast streamflow at a particular horizon.\n", "\n", "The target is streamflow for the next three days (i.e., a forecast horizon of three days).\n", "\n", "We only use pr, tmax, and tmin for this experiment as meterological forcings.\n", "\n", "ERA5-pr is used as an \"ideal\" precipitation forecast." ] }, { "cell_type": "markdown", "metadata": { "id": "Lwweqo7qFo7d" }, "source": [ "Let's now focus on the layers in our DL model.\n", "- Input layer and LSTM layer shapes:\n", " - Input layer: (None,timesteps=14,features=9)\n", " - LSTM layer: (None,output=3)\n", " - None is a placeholder for samples in each batch.\n", "\n", "- Batch is number of samples processed in each epoch (a run through all training data)\n" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "HdCTIvJm33xV", "outputId": "3dab36c5-c7f2-4fb1-c580-2e11634a2c32" }, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "INFO:lightning_fabric.utilities.seed:Seed set to 1\n" ] } ], "source": [ "nf = NeuralForecast(\n", " models=[LSTM(h=3, #h is forecast horizon set to three days\n", " input_size=14, #lag\n", " loss=MSE(), #loss function\n", " scaler_type='standard', #normalization method (z-normalization)\n", " encoder_n_layers=1, #number of LSTM layers\n", " encoder_hidden_size=256, #hidden size of LSTM cells\n", " decoder_hidden_size=256, #hidden size of MLP\n", " decoder_layers=1, #number of MLP layers\n", " context_size=10, #encoded size for each forecast step\n", " max_steps=10000, #maximum number of optimization steps\n", " futr_exog_list=['ERA5_pr'], #future exogenous variables\n", " hist_exog_list=['pr','tmax','tmin'], #historical exogenous variables\n", " val_check_steps=50, #validation check steps\n", " early_stop_patience_steps=10, #early stopping patience steps\n", " learning_rate=1e-3 #learning rate\n", " )\n", " ],\n", " freq='D' #forecast frequency\n", ")" ] }, { "cell_type": "markdown", "source": [ "Question: What is the purpose of early stopping?\n", "Question: Should we check validation or training for early stopping?" ], "metadata": { "id": "m4N8ta9ipo8Z" } }, { "cell_type": "code", "execution_count": 20, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 396, "referenced_widgets": [ "a6144b5946b145f2ba253b229f4080bb", "23302d8f8d5445c8a6aa2175af8a7e64", "a0f4589cf17841ac8e7fa055de2977c3", "cf0c56a746a943e7aa099f172563a6d2", "482ee5da1ff34973b5936e4eb81e0712", "9970f071523442b39d7be9120e3283f6", "39bdb56fe2af45f1adcfe481593d0462", "9a4bb44ca0754ad193569b2f9ea07e4d", "91db89b2dccd44d98b4f4d08c8393d51", "5135cf5b6b0d4077ac96f66bfc19028f", "781d861b76f84574b6b6ab4ff1c933fe", "5e5316d09275457a9736b7916b56e110", "f15decae6a034237bbfa5c0651404606", "a29c10313866455dad36fd8fd247935d", "8e21507d250b4cb1b35a4b25627ad632", 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"INFO:pytorch_lightning.accelerators.cuda:LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n", "INFO:pytorch_lightning.callbacks.model_summary:\n", " | Name | Type | Params | Mode \n", "----------------------------------------------------------\n", "0 | loss | MSE | 0 | train\n", "1 | padder | ConstantPad1d | 0 | train\n", "2 | scaler | TemporalNorm | 0 | train\n", "3 | hist_encoder | LSTM | 268 K | train\n", "4 | context_adapter | Linear | 7.8 K | train\n", "5 | mlp_decoder | MLP | 3.3 K | train\n", "----------------------------------------------------------\n", "279 K Trainable params\n", "0 Non-trainable params\n", "279 K Total params\n", "1.118 Total estimated model params size (MB)\n", "11 Modules in train mode\n", "0 Modules in eval mode\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ "Sanity Checking: | | 0/? 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\"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"y\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.1357694123627753,\n \"min\": 2.74,\n \"max\": 2.98,\n \"num_unique_values\": 3,\n \"samples\": [\n 2.75\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"ERA5_pr\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.7142928571279763,\n \"min\": 0.77,\n \"max\": 3.95,\n \"num_unique_values\": 3,\n \"samples\": [\n 3.95\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"unique_id\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.0,\n \"min\": 1.0,\n \"max\": 1.0,\n \"num_unique_values\": 1,\n \"samples\": [\n 1.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" } }, "metadata": {}, "execution_count": 25 } ] }, { "cell_type": "markdown", "source": [ "Let's convert the forecast dataframes into an array then save it in another list" ], "metadata": { "id": "-ZLjt9c9skxe" } }, { "cell_type": "code", "execution_count": 26, "metadata": { "id": "tEX49IFO257K" }, "outputs": [], "source": [ "forecasts_all=[]\n", "target_all=[]\n", "for ii in range(0,len(forecasts_)):\n", " forecasts_all.append(np.asarray(forecasts_[ii]['LSTM']))\n", " target_all.append(np.asarray(Y_test_df['y'][ii:ii+3]))" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "id": "EuP7y1uD3wK0" }, "outputs": [], "source": [ "forecasts_all_array=np.array(forecasts_all)\n", "target_all_array=np.array(target_all)" ] }, { "cell_type": "code", "source": [ "target_all[0]" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "htsP_ziP0dsk", "outputId": "129c6731-7b77-47bc-c455-793b3f55ba88" }, "execution_count": 28, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "array([3.85, 2.86, 2.47])" ] }, "metadata": {}, "execution_count": 28 } ] }, { "cell_type": "code", "source": [ "target_all_array[0]" ], "metadata": { "id": "RUG9HUNn1TW2", "outputId": "7ede1bd1-750d-48f1-8024-71c28a5820e8", "colab": { "base_uri": "https://localhost:8080/" } }, "execution_count": 29, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "array([3.85, 2.86, 2.47])" ] }, "metadata": {}, "execution_count": 29 } ] }, { "cell_type": "markdown", "source": [ "Let's check the performance for the first timestep (h=1) of the forecasts" ], "metadata": { "id": "kiJw8jDKC94K" } }, { "cell_type": "code", "execution_count": 30, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "D9cTm0De35Jb", "outputId": "48a5b942-9cee-4c10-837e-3e87395fae2f" }, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "0.8182377228500998" ] }, "metadata": {}, "execution_count": 30 } ], "source": [ "NSE(forecasts_all_array[:,0],target_all_array[:,0])" ] }, { "cell_type": "markdown", "source": [ "What about the second and third timesteps?" ], "metadata": { "id": "43bqaeSZ-cji" } }, { "cell_type": "code", "source": [ "#your code below" ], "metadata": { "id": "bK6aWRxh-mvp" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "Let's plot the forecasts for the first timestep against the target for across the entire test set" ], "metadata": { "id": "qnXQhRxEDEDy" } }, { "cell_type": "code", "execution_count": 31, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 559 }, "id": "GdQl-tpw4L-d", "outputId": "8be1fada-a387-49f4-8b1d-21317061a0fe", "collapsed": true }, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "" ] }, "metadata": {}, "execution_count": 31 }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ], "source": [ "x_data = pd.date_range('2009-01-01', periods=len(forecasts_all_array[:,0]), freq='D')\n", "plt.plot(x_data,forecasts_all_array[:,0],label='LSTM')\n", "plt.plot(x_data,target_all_array[:,0],label='Target')\n", "plt.xticks(rotation=45)\n", "plt.xlabel('Time')\n", "plt.ylabel('Q (mm/day)')\n", "plt.title('LSTM forecast (h=1)')\n", "plt.legend()" ] }, { "cell_type": "code", "source": [ "#Plot for the second forecast step\n", "#Your code below" ], "metadata": { "id": "975d3M7tEQYo" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "Question:\n", "Is our comparison between different forecast steps fair?" ], "metadata": { "id": "Ake9RsNdDLmJ" } }, { "cell_type": "code", "source": [ "target_all_array[:,0]" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "v8a3NyKVDQgJ", "outputId": "9d2e5bb6-fb08-4948-ca9f-1edd4c3bfd58" }, "execution_count": 36, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "array([ 3.85, 2.86, 2.47, 2.17, 2.02, 1.91, 1.75, 1.65, 1.57,\n", " 1.49, 1.44, 1.39, 1.37, 1.35, 1.31, 1.27, 1.24, 1.22,\n", " 1.31, 1.38, 1.34, 1.26, 1.19, 1.14, 1.1 , 1.07, 1.05,\n", " 1.04, 1.05, 1.05, 1.03, 1.02, 1. , 1. , 0.96, 0.94,\n", " 0.92, 0.9 , 0.97, 1.06, 1.01, 0.95, 1.22, 2.1 , 2.09,\n", " 1.86, 1.61, 1.39, 1.27, 1.24, 1.29, 1.24, 1.22, 1.24,\n", " 1.34, 1.28, 1.24, 1.2 , 2.76, 4.54, 4.2 , 3.43, 2.87,\n", " 2.39, 2.16, 2.26, 2.64, 3.27, 2.97, 2.7 , 3.49, 3.16,\n", " 2.74, 2.42, 2.22, 2.09, 2.04, 2.39, 2.82, 2.63, 2.41,\n", " 2.21, 2.03, 1.87, 1.98, 2.26, 2.77, 3.71, 8.28, 10.12,\n", " 9.66, 8.12, 8.58, 19.57, 19.69, 16.11, 18.36, 19.03, 14.7 ,\n", " 10.53, 7.83, 6.2 , 5.16, 4.45, 3.89, 3.48, 3.15, 2.87,\n", " 2.64, 2.42, 3.15, 11.66, 13.78, 11.03, 7.79, 5.58, 4.25,\n", " 3.51, 2.98, 2.56, 2.48, 2.6 , 2.44, 2.21, 2.01, 2.23,\n", " 2.48, 3.09, 3.15, 3.13, 2.71, 2.36, 2.05, 1.81, 1.75,\n", " 1.64, 2.23, 2.91, 2.45, 2.05, 1.74, 1.49, 1.29, 1.17,\n", " 1.12, 1. , 0.94, 1.14, 1.21, 1.8 , 2.39, 2.26, 1.93,\n", " 1.6 , 1.34, 1.14, 1.01, 0.91, 0.82, 0.73, 0.69, 0.71,\n", " 2.47, 5.04, 3.8 , 2.93, 2.26, 1.76, 1.4 , 1.22, 8.16,\n", " 12.78, 10.32, 8.08, 6.33, 4.95, 3.88, 3.08, 2.61, 2.75])" ] }, "metadata": {}, "execution_count": 36 } ] }, { "cell_type": "code", "source": [ "target_all_array[:,1]" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Kb_-omRIDTQY", "outputId": "2af6bf78-e965-4333-c401-8d3c82649db6" }, "execution_count": 37, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "array([ 2.86, 2.47, 2.17, 2.02, 1.91, 1.75, 1.65, 1.57, 1.49,\n", " 1.44, 1.39, 1.37, 1.35, 1.31, 1.27, 1.24, 1.22, 1.31,\n", " 1.38, 1.34, 1.26, 1.19, 1.14, 1.1 , 1.07, 1.05, 1.04,\n", " 1.05, 1.05, 1.03, 1.02, 1. , 1. , 0.96, 0.94, 0.92,\n", " 0.9 , 0.97, 1.06, 1.01, 0.95, 1.22, 2.1 , 2.09, 1.86,\n", " 1.61, 1.39, 1.27, 1.24, 1.29, 1.24, 1.22, 1.24, 1.34,\n", " 1.28, 1.24, 1.2 , 2.76, 4.54, 4.2 , 3.43, 2.87, 2.39,\n", " 2.16, 2.26, 2.64, 3.27, 2.97, 2.7 , 3.49, 3.16, 2.74,\n", " 2.42, 2.22, 2.09, 2.04, 2.39, 2.82, 2.63, 2.41, 2.21,\n", " 2.03, 1.87, 1.98, 2.26, 2.77, 3.71, 8.28, 10.12, 9.66,\n", " 8.12, 8.58, 19.57, 19.69, 16.11, 18.36, 19.03, 14.7 , 10.53,\n", " 7.83, 6.2 , 5.16, 4.45, 3.89, 3.48, 3.15, 2.87, 2.64,\n", " 2.42, 3.15, 11.66, 13.78, 11.03, 7.79, 5.58, 4.25, 3.51,\n", " 2.98, 2.56, 2.48, 2.6 , 2.44, 2.21, 2.01, 2.23, 2.48,\n", " 3.09, 3.15, 3.13, 2.71, 2.36, 2.05, 1.81, 1.75, 1.64,\n", " 2.23, 2.91, 2.45, 2.05, 1.74, 1.49, 1.29, 1.17, 1.12,\n", " 1. , 0.94, 1.14, 1.21, 1.8 , 2.39, 2.26, 1.93, 1.6 ,\n", " 1.34, 1.14, 1.01, 0.91, 0.82, 0.73, 0.69, 0.71, 2.47,\n", " 5.04, 3.8 , 2.93, 2.26, 1.76, 1.4 , 1.22, 8.16, 12.78,\n", " 10.32, 8.08, 6.33, 4.95, 3.88, 3.08, 2.61, 2.75, 2.98])" ] }, "metadata": {}, "execution_count": 37 } ] }, { "cell_type": "code", "source": [ "target_all_array[:,2]" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "h_caAI_wDZ36", "outputId": "78ce7499-2685-49f9-8274-3dcec15d7f54" }, "execution_count": 38, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "array([ 2.47, 2.17, 2.02, 1.91, 1.75, 1.65, 1.57, 1.49, 1.44,\n", " 1.39, 1.37, 1.35, 1.31, 1.27, 1.24, 1.22, 1.31, 1.38,\n", " 1.34, 1.26, 1.19, 1.14, 1.1 , 1.07, 1.05, 1.04, 1.05,\n", " 1.05, 1.03, 1.02, 1. , 1. , 0.96, 0.94, 0.92, 0.9 ,\n", " 0.97, 1.06, 1.01, 0.95, 1.22, 2.1 , 2.09, 1.86, 1.61,\n", " 1.39, 1.27, 1.24, 1.29, 1.24, 1.22, 1.24, 1.34, 1.28,\n", " 1.24, 1.2 , 2.76, 4.54, 4.2 , 3.43, 2.87, 2.39, 2.16,\n", " 2.26, 2.64, 3.27, 2.97, 2.7 , 3.49, 3.16, 2.74, 2.42,\n", " 2.22, 2.09, 2.04, 2.39, 2.82, 2.63, 2.41, 2.21, 2.03,\n", " 1.87, 1.98, 2.26, 2.77, 3.71, 8.28, 10.12, 9.66, 8.12,\n", " 8.58, 19.57, 19.69, 16.11, 18.36, 19.03, 14.7 , 10.53, 7.83,\n", " 6.2 , 5.16, 4.45, 3.89, 3.48, 3.15, 2.87, 2.64, 2.42,\n", " 3.15, 11.66, 13.78, 11.03, 7.79, 5.58, 4.25, 3.51, 2.98,\n", " 2.56, 2.48, 2.6 , 2.44, 2.21, 2.01, 2.23, 2.48, 3.09,\n", " 3.15, 3.13, 2.71, 2.36, 2.05, 1.81, 1.75, 1.64, 2.23,\n", " 2.91, 2.45, 2.05, 1.74, 1.49, 1.29, 1.17, 1.12, 1. ,\n", " 0.94, 1.14, 1.21, 1.8 , 2.39, 2.26, 1.93, 1.6 , 1.34,\n", " 1.14, 1.01, 0.91, 0.82, 0.73, 0.69, 0.71, 2.47, 5.04,\n", " 3.8 , 2.93, 2.26, 1.76, 1.4 , 1.22, 8.16, 12.78, 10.32,\n", " 8.08, 6.33, 4.95, 3.88, 3.08, 2.61, 2.75, 2.98, 2.74])" ] }, "metadata": {}, "execution_count": 38 } ] }, { "cell_type": "markdown", "source": [ "We should not assume that \"default\" hyperparamters will work well for our specific case (why?). In the next section, we will provide details on how we can carry out the selection of hyperparameters efficiently" ], "metadata": { "id": "n6V9GVOxDViR" } }, { "cell_type": "markdown", "source": [ "###Saving and loading your model\n", "\n", "\n", "\n" ], "metadata": { "id": "QLiNODK1G4qc" } }, { "cell_type": "markdown", "source": [ "You can save your model using the save method" ], "metadata": { "id": "6Ge5bR4KHEDl" } }, { "cell_type": "code", "source": [ "nf.save(path='./checkpoints/test_run/',\n", " model_index=None, #for multiple models\n", " overwrite=True, #overwrite existing model\n", " save_dataset=False #save dataset\n", " )" ], "metadata": { "id": "EDdaft-4HRCl" }, "execution_count": 39, "outputs": [] }, { "cell_type": "markdown", "source": [ "We can load the model using the load method" ], "metadata": { "id": "WmAofvW8Hi7c" } }, { "cell_type": "code", "source": [ "nf2 = NeuralForecast.load(path='./checkpoints/test_run/')\n", "ii=0\n", "Y_hat_df = nf2.predict(df_total.iloc[id_test-15+ii:id_test+ii],futr_df=future_met)\n", "Y_hat_df.head()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 418, "referenced_widgets": [ "b2800cc613554c7da43ba897df63c3b8", "6cebb9e9f3194a449f7caaf5a79462c7", "74678edbf6e7494b9525e6f4813d58a5", "3b84f0becc22426da78c79ee0c0d97ea", "0c77495411b54416b2860b3a3abb1741", "f5c7421d8f7246c89619463e850e373f", "80951e5117d14674a6eb02378478dd3c", "e9698715f958492aba97bd25018a9ad4", "9093d39cbcaa43eeb8d27ad3ada2f39c", "4336ccac9a9f4e658e14bea7d2b50a74", "0c94c069c91a412eb8acf7591f4bdf01" ] }, "id": "NBfc195PHmUM", "outputId": "4ed181d8-8bec-4174-9c09-7e494f7a6dba" }, "execution_count": 40, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "/usr/local/lib/python3.10/dist-packages/neuralforecast/common/_base_model.py:444: FutureWarning: You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n", " content = torch.load(f, **kwargs)\n", "INFO:lightning_fabric.utilities.seed:Seed set to 1\n", "/usr/local/lib/python3.10/dist-packages/neuralforecast/core.py:902: UserWarning: Dropped 1,107 unused rows from `futr_df`.\n", " warnings.warn(f\"Dropped {dropped_rows:,} unused rows from `futr_df`.\")\n", "INFO:pytorch_lightning.utilities.rank_zero:GPU available: True (cuda), used: True\n", "INFO:pytorch_lightning.utilities.rank_zero:TPU available: False, using: 0 TPU cores\n", "INFO:pytorch_lightning.utilities.rank_zero:HPU available: False, using: 0 HPUs\n", "INFO:pytorch_lightning.accelerators.cuda:LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ "Predicting: | | 0/? [00:00\n", "
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dsLSTM
unique_id
1.02009-01-015.103837
1.02009-01-024.669140
1.02009-01-034.323388
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\n", " \n" ], "application/vnd.google.colaboratory.intrinsic+json": { "type": "dataframe", "variable_name": "Y_hat_df", "summary": "{\n \"name\": \"Y_hat_df\",\n \"rows\": 3,\n \"fields\": [\n {\n \"column\": \"unique_id\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.0,\n \"min\": 1.0,\n \"max\": 1.0,\n \"num_unique_values\": 1,\n \"samples\": [\n 1.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"ds\",\n \"properties\": {\n \"dtype\": \"date\",\n \"min\": \"2009-01-01 00:00:00\",\n \"max\": \"2009-01-03 00:00:00\",\n \"num_unique_values\": 3,\n \"samples\": [\n \"2009-01-01 00:00:00\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"LSTM\",\n \"properties\": {\n \"dtype\": \"float32\",\n \"num_unique_values\": 3,\n \"samples\": [\n 5.103837013244629\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" } }, "metadata": {}, "execution_count": 40 } ] }, { "cell_type": "markdown", "source": [ "##Hyperparamter tuning" ], "metadata": { "id": "KaXR2o1-_VHH" } }, { "cell_type": "code", "source": [ "#This library is used for hyperparamter tuning\n", "#neuralforecast also supports optuna as an alternative\n", "from ray import tune" ], "metadata": { "id": "8sE9fFYB_X8n" }, "execution_count": 41, "outputs": [] }, { "cell_type": "code", "source": [ "#We need another (type) model\n", "#the family of \"Auto\" enables automatic hyperpramter selection\n", "from neuralforecast.auto import AutoLSTM" ], "metadata": { "id": "eaFPOiecA8VU" }, "execution_count": 42, "outputs": [] }, { "cell_type": "code", "source": [ "config_lstm = {\n", " \"encoder_hidden_size\": tune.choice([64, 128,256]), # Hidden size of LSTM cells\n", " \"decoder_hidden_size\": tune.choice([64, 128,256]), # Hidden size of MLP\n", " \"encoder_n_layers\": tune.choice([1,2,3]), # LSTM layers\n", " \"decoder_layers\": tune.choice([1,2,3]), # MLP layers\n", " \"context_size\": tune.choice([10,20,30]), # Context size\n", " \"learning_rate\": tune.loguniform(1e-3, 1e-2), # Learning rate\n", " \"scaler_type\":'standard', # Normalization method\n", " \"max_steps\":5000, # Maximum number of steps\n", " \"futr_exog_list\":['ERA5_pr'], # Future exogenous variables\n", " \"hist_exog_list\":['pr','tmax','tmin'], # Historical exogenous variables\n", " \"val_check_steps\":50, # Validation check steps\n", " \"early_stop_patience_steps\": 2 # Early stopping patience steps\n", "}\n" ], "metadata": { "id": "mKxC6aVcBsww" }, "execution_count": 44, "outputs": [] }, { "cell_type": "code", "source": [ "#Defining the model\n", "#backend='ray' as we use this optimizer\n", "#refit_with_val=True for early stopping\n", "#let's set number of samples to lower than 5 for efficiency\n", "model_hp = AutoLSTM(h=3, loss=MSE(),valid_loss=MSE(),config=config_lstm,num_samples=5,backend='ray',refit_with_val=True)" ], "metadata": { "id": "HS7h9ab8HCGs" }, "execution_count": 45, "outputs": [] }, { "cell_type": "code", "source": [ "nf_hp = NeuralForecast(models=[model_hp], freq='D')" ], "metadata": { "id": "R2o7So5bKSI8" }, "execution_count": 46, "outputs": [] }, { "cell_type": "code", "source": [ "#remember, neuralforecast uses val_size to specify the validation set\n", "nf_hp.fit(df=Y_train_df,val_size=1500)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000, "referenced_widgets": [ "ebc5a5f3252e412aa219eb6719c95d4d", "d602ecffbdb745fca71c916e8e802d81", "4dcaf611f502487ebfd5309d0aebfe37", "f4151cb6a13e4d3e9b4731e87d3e11e4", "2aa0c1ff5b5a40e2a20b982558a770ed", "a1c922b55edd4dbab520b317c04a5223", "5c9d5a7c59a2410caa8b1dbfc7437d25", "3d6b998dfb35431591f98eeca53c269e", "f7ef40d3b1144d7690d475a83e7e5bd3", "e04b1e56b3f149f383a749e8b9686f29", "92e8ad6a65d24a26b42dae4f4e5bcbe4", "0fd7bb522d4041a9adb22d2767bb3b62", "6a3d192f639246a5ac8cf79db2bf9fee", "21ff1c2d9c7b420ca196cdbda1384cc4", "6320641909eb45f6b161bc267cb3e752", "80c9285436bb46c9b06f8c0399278499", "b3ab896c213a4efe8d1b0901ed93fe58", "f1813594e74541a9841a3935826104e2", "484c3aa94e0441b38f1027e418e1db09", "1e5ca8d81b2848809c5c377c932c98d1", "3c9ce75b6adb4f70830c8cc8c1c81bb0", "cd6b271a11724dfc92a888a5f844a8b0", "0216c3666df54c998f754fc130fd4804", "9c6732347b38487f8d780081c7a1bb1a", "12bea0409c6f4e7c881a5fdcefce3746", "6903c6ff6f0c4634ae474d5d119d76c2", "b5fa21e925c248e6a351b4f3dfbec745", "e8ecc4ae9b484598a204afcfada18d4e", "b99d44a6e510455ba4661081fda30f7c", "5673965bc44d4872bc397496a6792f42", "4c127a496292494a9a2159602d062d77", "965d785c05e84d25a9356f00ced9bdce", "7969638825e8428893681410cfe12e4b", "cfe84ba304514fbb88e078c847f576ee", "492ade6d5b7e4cf186bef2d8439aa81a", "d493ccee6b2d487cb2ecf012ad8f497f", "728ed8142bb2466c92a5e5d6d3c8507d", "7f811e9234ca406889646ae6566eb101", "e63b24634b43484193549a438d55ab25", "f277d26ae8b0407e9708f807a7d04f91", "512f8c49d7dc4448a443d0d856c9ec40", "38bd93a3d5da4ecfa31001f66c1115b8", "a244ab1c2af2458f982d90aa757329e1", "79428ce45dc949e8b6a98eb94687bff8", "43aa99d2c99c48ff9e2ed34ad388f9bd", "25e6ed54857b450aa68762bfca78eaac", "d0c8bdadc9d9465196e3a599de9dc584", "9b3377c85ea5421b848f2f4905d25fcc", "d5168cb40b254db89cd40576bb9a1a4b", "267acf82e90d44458750e66812699ac4", "19b3295a36f248f786eec73c2ae299ed", "4dc81eaa57384ee485a84a9cffb5aa19", "741ae385e1c047769be7a259420db706", "262bc6fed5c642e8bbbee09a700c52d1", "52028fbe85fb4b55807273a42ff46225", "95f3dff3257845b1a51d854bb09cd233", "d8885c9e58f14326876b46cf4c5d22b4", "07596f1fae6c42e2ac9f9d0c1e34ac70", "7fe69799540343d29f701b7799b41c3c", "2e2aaa6ab10348da8f2b979dcea6a027", "41f8542323a64a6882182cf5038e4ef1", "37744e4e8894467284339c34fe70cc54", "2f58241363004d0ebfbfffbce41e21f0", "8ff41c5311df44579e7033615aa7f194", "8192ca280b724073b1143115f63f1fbd", "25655406b82c4231a3effe158d6e9197", "f804feea69bd40f9b65b08642ad46400", "4d93a7fd57f14cab816055f258547507", "562af95ec0e94c59a1e3e9ac49e9c664", "b4b7ddb363004067adba48a2e2cfa1ec", "2d8b4262a29c41a69ef196053de28936", "1fd54559892a483299929169009caa82", "7014ece540e34480b76d01f0cef0db0a", "11c6adb26f2c4c538a8d0c564f4a9c11", "33996dae525c490295fdc960a0cf307e", "9526f8afee584d2b893a8c2ac025c3f3", "f5b8a86cb6c64214ba9161b82a672178" ] }, "collapsed": true, "id": "INcDOPI5K1Lu", "outputId": "0d09a81e-ea34-45dc-f387-e0ff1336edbe" }, "execution_count": 47, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "2024-11-14 06:30:42,274\tINFO worker.py:1819 -- Started a local Ray instance.\n", "2024-11-14 06:30:44,615\tINFO tune.py:253 -- Initializing Ray automatically. For cluster usage or custom Ray initialization, call `ray.init(...)` before `Tuner(...)`.\n" ] }, { "output_type": "stream", "name": "stdout", "text": [ "+--------------------------------------------------------------------+\n", "| Configuration for experiment _train_tune_2024-11-14_06-30-38 |\n", "+--------------------------------------------------------------------+\n", "| Search algorithm BasicVariantGenerator |\n", "| Scheduler FIFOScheduler |\n", "| Number of trials 5 |\n", "+--------------------------------------------------------------------+\n", "\n", "View detailed results here: /root/ray_results/_train_tune_2024-11-14_06-30-38\n", "To visualize your results with TensorBoard, run: `tensorboard --logdir /tmp/ray/session_2024-11-14_06-30-38_672003_1890/artifacts/2024-11-14_06-30-44/_train_tune_2024-11-14_06-30-38/driver_artifacts`\n" ] }, { "output_type": "stream", "name": "stderr", "text": [ "\u001b[36m(pid=15788)\u001b[0m /usr/local/lib/python3.10/dist-packages/dask/dataframe/__init__.py:42: FutureWarning: \n", "\u001b[36m(pid=15788)\u001b[0m Dask dataframe query planning is disabled because dask-expr is not installed.\n", "\u001b[36m(pid=15788)\u001b[0m \n", "\u001b[36m(pid=15788)\u001b[0m You can install it with `pip install dask[dataframe]` or `conda install dask`.\n", "\u001b[36m(pid=15788)\u001b[0m This will raise in a future version.\n", "\u001b[36m(pid=15788)\u001b[0m \n", "\u001b[36m(pid=15788)\u001b[0m warnings.warn(msg, FutureWarning)\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m /usr/local/lib/python3.10/dist-packages/ray/tune/integration/pytorch_lightning.py:198: `ray.tune.integration.pytorch_lightning.TuneReportCallback` is deprecated. Use `ray.tune.integration.pytorch_lightning.TuneReportCheckpointCallback` instead.\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m Seed set to 1\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m GPU available: True (cuda), used: True\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m TPU available: False, using: 0 TPU cores\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m HPU available: False, using: 0 HPUs\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 2024-11-14 06:30:52.814175: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:485] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 2024-11-14 06:30:52.840696: E external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:8454] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 2024-11-14 06:30:52.848874: E external/local_xla/xla/stream_executor/cuda/cuda_blas.cc:1452] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 2024-11-14 06:30:53.995578: W tensorflow/compiler/tf2tensorrt/utils/py_utils.cc:38] TF-TRT Warning: Could not find TensorRT\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m \n", "\u001b[36m(_train_tune pid=15788)\u001b[0m | Name | Type | Params | Mode \n", "\u001b[36m(_train_tune pid=15788)\u001b[0m ----------------------------------------------------------\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 0 | loss | MSE | 0 | train\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 1 | valid_loss | MSE | 0 | train\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 2 | padder | ConstantPad1d | 0 | train\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 3 | scaler | TemporalNorm | 0 | train\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 4 | hist_encoder | LSTM | 68.6 K | train\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 5 | context_adapter | Linear | 7.9 K | train\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 6 | mlp_decoder | MLP | 1.5 K | train\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m ----------------------------------------------------------\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 78.0 K Trainable params\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 0 Non-trainable params\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 78.0 K Total params\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 0.312 Total estimated model params size (MB)\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 12 Modules in train mode\n", "\u001b[36m(_train_tune pid=15788)\u001b[0m 0 Modules in eval mode\n" ] }, { "output_type": "stream", "name": "stdout", "text": [ "Sanity Checking DataLoader 0: 0%| | 0/1 [00:00\n", "
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losstrain_losstimestampcheckpoint_dir_namedonetraining_iterationtrial_iddatetime_this_iter_stime_total_s...config/scaler_typeconfig/max_stepsconfig/futr_exog_listconfig/hist_exog_listconfig/val_check_stepsconfig/early_stop_patience_stepsconfig/hconfig/lossconfig/valid_losslogdir
02.6551290.1299681731565870NoneFalse5e7fa3_000002024-11-14_06-31-102.65597917.945425...standard5000[ERA5_pr][pr, tmax, tmin]5023MSE()MSE()e7fa3_00000
12.5140660.1231241731565888NoneFalse5e7fa3_000012024-11-14_06-31-281.2864529.728590...standard5000[ERA5_pr][pr, tmax, tmin]5023MSE()MSE()e7fa3_00001
22.6170820.0513101731565993NoneFalse4e7fa3_000022024-11-14_06-33-1323.29527697.134210...standard5000[ERA5_pr][pr, tmax, tmin]5023MSE()MSE()e7fa3_00002
32.5750680.0799821731566010NoneFalse5e7fa3_000032024-11-14_06-33-301.0739139.956450...standard5000[ERA5_pr][pr, tmax, tmin]5023MSE()MSE()e7fa3_00003
42.6388900.0595271731566048NoneFalse4e7fa3_000042024-11-14_06-34-086.73323631.846443...standard5000[ERA5_pr][pr, tmax, tmin]5023MSE()MSE()e7fa3_00004
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"353dc2aa-73a5-462e-a3fe-fd8973aa2bba" }, "execution_count": 51, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "/usr/local/lib/python3.10/dist-packages/neuralforecast/core.py:902: UserWarning: Dropped 1,107 unused rows from `futr_df`.\n", " warnings.warn(f\"Dropped {dropped_rows:,} unused rows from `futr_df`.\")\n", "INFO:pytorch_lightning.utilities.rank_zero:Trainer already configured with model summary callbacks: []. 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[00:00" ] }, "metadata": {}, "execution_count": 66 }, { "output_type": "display_data", "data": { "text/plain": [ "
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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "plt.plot(forecasts_all_med_array[:,2],label='LSTM-med',color='k')\n", "#plt.plot(forecasts_all_low_array[:,0],label='LSTM-5',color='r')\n", "#plt.plot(forecasts_all_high_array[:,0],label='LSTM-95',color='r')\n", "plt.fill_between(range(0,len(forecasts_all_med_array[:,2])),forecasts_all_low_array[:,2],forecasts_all_high_array[:,2],color='r',alpha=0.3,zorder=-1)\n", "plt.plot(target_all_array[:,2],label='Target',color='blue')\n", "plt.xlabel('Time')\n", "plt.ylabel('Q (mm/day)')\n", "plt.title('LSTM forecast (h=3)')\n", "plt.legend()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 500 }, "id": "fYW2Lhz3gw31", "outputId": "207eb8f7-d4b0-4980-c6b2-19c6c5490446" }, "execution_count": 67, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "" ] }, "metadata": {}, "execution_count": 67 }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" 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Evaluate the results and compare it with previous sections" ], "metadata": { "id": "h7WiTjwwcwmM" } }, { "cell_type": "code", "source": [ "#your code below\n" ], "metadata": { "id": "dBGrY-OIerIt" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "#References" ], "metadata": { "id": "KXIthbaeRXVb" } }, { "cell_type": "markdown", "source": [ "Nixtla documentation\n", "https://nixtlaverse.nixtla.io/\n", "\n", "Jahangir, M.S., You, J. and Quilty, J., 2023. A quantile-based encoder-decoder framework for multi-step ahead runoff forecasting. Journal of Hydrology, 619, p.129269.\n", "\n", "Jahangir, M.S. and Quilty, J., 2024. Generative deep learning for probabilistic streamflow forecasting: Conditional variational auto-encoder. Journal of Hydrology, 629, p.130498.\n", "\n", "\n", "Quilty, J., Jahangir, M.S., You, J., Hughes, H., Hah, D. and Tzoganakis, I., 2023. Bayesian extreme learning machines for hydrological prediction uncertainty. Journal of Hydrology, 626, p.130138." ], "metadata": { "id": "ep1QsaGURZs4" } } ], "metadata": { "accelerator": "GPU", "colab": { "gpuType": "T4", "provenance": [], "collapsed_sections": [ "HOZ9p6V-cI7J", "QLiNODK1G4qc" ], "toc_visible": true }, "kernelspec": { "display_name": "Python 3", "name": "python3" }, "language_info": { "name": "python" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "a6144b5946b145f2ba253b229f4080bb": { "model_module": "@jupyter-widgets/controls", "model_name": "HBoxModel", "model_module_version": "1.5.0", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/controls", "_model_module_version": "1.5.0", "_model_name": "HBoxModel", "_view_count": null, "_view_module": "@jupyter-widgets/controls", "_view_module_version": "1.5.0", "_view_name": "HBoxView", "box_style": "", "children": [ "IPY_MODEL_23302d8f8d5445c8a6aa2175af8a7e64", "IPY_MODEL_a0f4589cf17841ac8e7fa055de2977c3", "IPY_MODEL_cf0c56a746a943e7aa099f172563a6d2" ], "layout": 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