diff --git a/.gitignore b/.gitignore index 2d4daa40..b10466ee 100644 --- a/.gitignore +++ b/.gitignore @@ -1 +1,10 @@ .idea* +adavaria/mlband/__pycache__* +adavaria/data* +**/*.pyc +adavaria/results/* +adavaria/build/* +adavaria/mlband.egg-info/* +adavaria/dist/* +.DS_Store + diff --git a/adavaria/ML-Band-Gaps.md b/adavaria/ML-Band-Gaps.md new file mode 100644 index 00000000..2ccb5adc --- /dev/null +++ b/adavaria/ML-Band-Gaps.md @@ -0,0 +1,31 @@ +# ML Band Gaps (Materials) + +> Ideal candidate: skilled ML data scientist with solid knowledge of materials science. + +# Overview + +The aim of this task is to create a python package that implements automatic prediction of electronic band gaps for a set of materials based on training data. + +# User story + +As a user of this software I can predict the value of an electronic band gap after passing training data and structural information about the target material. + +# Requirements + +- suggest the bandgap values for a set of materials designated by their crystallographic and stoichiometric properties +- the code shall be written in a way that can facilitate easy addition of other characteristics extracted from simulations (forces, pressures, phonon frequencies etc) + +# Expectations + +- the code shall be able to suggest realistic values for slightly modified geometry sets - eg. trained on Si and Ge it should suggest the value of bandgap for Si49Ge51 to be between those of Si and Ge +- modular and object-oriented implementation +- commit early and often - at least once per 24 hours + +# Timeline + +We leave exact timing to the candidate. Must fit Within 5 days total. + +# Notes + +- use a designated github repository for version control +- suggested source of training data: materialsproject.org diff --git a/example-github-username/README.md b/adavaria/README.md similarity index 100% rename from example-github-username/README.md rename to adavaria/README.md diff --git a/adavaria/data.ipynb b/adavaria/data.ipynb new file mode 100644 index 00000000..20a1a73b --- /dev/null +++ b/adavaria/data.ipynb @@ -0,0 +1,352 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 70, + "metadata": {}, + "outputs": [], + "source": [ + "import mlband.mp as MP\n", + "from mlband.imports import *\n", + "from mlband import plot_formatter\n", + "import mlband.data" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "metadata": {}, + "outputs": [], + "source": [ + "from mp_api.client import MPRester" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 72, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "importlib.reload(MP)\n", + "importlib.reload(mlband.data)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Getting the list of materials" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Retrieving SummaryDoc documents: 100%|██████████| 20000/20000 [00:19<00:00, 1049.67it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of missing values: 2\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "df, data = mlband.data.get_list_of_materials(num_chunks=20)" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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material_idband_gapstructure
0mp-7572205.3849[[6.53586997 0.39866238 2.62533396] Lu, [6.928...
1mp-5733693.7419[[ 1.63145925 0.23570193 10.77716588] Cs, [1....
2mp-289670.7792[[4.55529863 5.11963834 2.01471426] Ba, [1.801...
3mp-5592952.6721[[0.57211092 2.00312375 5.90744327] Fe, [3.888...
4mp-12931790.0000[[-8.73143724 -5.0599669 -7.23635549] Li, [-2...
............
19993mp-27159491.5098[[-2.79248853 4.83813866 5.78084703] Na, [6....
19994mp-12079790.0000[[ 1.99364737 -7.0085493 0. ] U, [1.9...
19995mp-12186890.7712[[2.982158 1.68966376 0. ] Sr, [ 2.98...
19996mp-22227620.0000[[3.11575461 3.11575461 3.11575461] Sm, [1.341...
19997mp-12470600.0535[[4.52454226 3.10094945 7.83685747] Dy, [4.524...
\n", + "

19998 rows × 3 columns

\n", + "
" + ], + "text/plain": [ + " material_id band_gap structure\n", + "0 mp-757220 5.3849 [[6.53586997 0.39866238 2.62533396] Lu, [6.928...\n", + "1 mp-573369 3.7419 [[ 1.63145925 0.23570193 10.77716588] Cs, [1....\n", + "2 mp-28967 0.7792 [[4.55529863 5.11963834 2.01471426] Ba, [1.801...\n", + "3 mp-559295 2.6721 [[0.57211092 2.00312375 5.90744327] Fe, [3.888...\n", + "4 mp-1293179 0.0000 [[-8.73143724 -5.0599669 -7.23635549] Li, [-2...\n", + "... ... ... ...\n", + "19993 mp-2715949 1.5098 [[-2.79248853 4.83813866 5.78084703] Na, [6....\n", + "19994 mp-1207979 0.0000 [[ 1.99364737 -7.0085493 0. ] U, [1.9...\n", + "19995 mp-1218689 0.7712 [[2.982158 1.68966376 0. ] Sr, [ 2.98...\n", + "19996 mp-2222762 0.0000 [[3.11575461 3.11575461 3.11575461] Sm, [1.341...\n", + "19997 mp-1247060 0.0535 [[4.52454226 3.10094945 7.83685747] Dy, [4.524...\n", + "\n", + "[19998 rows x 3 columns]" + ] + }, + "execution_count": 77, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 81, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "importlib.reload(mlband.data)" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/ali/mambaforge/envs/cgcnn/lib/python3.11/site-packages/pymatgen/core/periodic_table.py:120: UserWarning: No Pauling electronegativity for Ar. Setting to NaN. This has no physical meaning, and is mainly done to avoid errors caused by the code expecting a float.\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "mlband.data.create_dataset(df=df, path='data/mp/')" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ax = df['band_gap'].hist()\n", + "ax.set_xlabel('Band gap (eV)')\n", + "ax.set_ylabel('Count')\n", + "ax.set_title('Band gap distribution in MP')\n", + "pass" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Retrieving SummaryDoc documents: 100%|██████████| 1000/1000 [00:00<00:00, 35848752.14it/s]\n" + ] + } + ], + "source": [ + "data = MP.mpr.materials.summary.search(\n", + " # chemsys=\"Si-O\", \n", + " fields=['material_id', 'composition', 'band_gap', 'structure'],\n", + " chunk_size=1000,\n", + " num_chunks=1,\n", + ")\n", + "\n", + "df = MP.mp_summary_to_df(data)" + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of missing values: 0\n" + ] + } + ], + "source": [ + "# Checking the missing values\n", + "ind = ~(df['band_gap'] >= 0)\n", + "print('Number of missing values: ', ind.sum())\n", + "# Drop the missing values\n", + "df = df.loc[~ind, :]\n", + "# Reset the index\n", + "df.reset_index(drop=True, inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "metadata": {}, + "outputs": [], + "source": [ + "df.to_pickle('data/mp.pkl')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "py38", + "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": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/adavaria/demo.ipynb b/adavaria/demo.ipynb new file mode 100644 index 00000000..7a820d7f --- /dev/null +++ b/adavaria/demo.ipynb @@ -0,0 +1,818 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### A machine learning model for predicting band gap of materials\n", + "\n", + "Presented by: Ali Davari\n", + "\n", + "I picked Crystal Graph Convolutional Network model based on [Crystal Graph Convolutional Neural Networks for an Accurate and Interpretable Prediction of Material Properties](https://doi.org/10.1103/PhysRevLett.120.145301) paper by [Tian Xie](https://github.com/txie-93) et al. \n", + "\n", + "In CGCNN, a crystal structure is represented as a graph where nodes correspond to atoms and edges represent atomic bonds or spatial relationships. This graph-based representation captures both local and global structural information of the crystal, which is crucial for predicting material properties. The unique feature of CGCNN is its ability to process varying input sizes and structures, as each crystal can have different numbers of atoms and types of bonding. The input features to a CGCNN typically include physical properties of the atoms, such as atomic number, atomic radius, and electronegativity, which provide essential information about the nature of the atoms and their interactions. Additionally, features can also include information about the bonding environment of each atom, like bond length. These features are then processed through convolutional layers that aggregate information from neighboring nodes (atoms) and edges (bonds), allowing the network to learn complex patterns in the material's structure, which are crucial for predicting various material properties.\n", + "\n", + "![image](images/cgcnn.png)\n", + "Image [Ref.](https://doi.org/10.1103/PhysRevLett.120.145301)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Installation\n", + "\n", + "~~~sh\n", + "git clone https://github.com/adavaria/rewotes.git\n", + "cd adavaria\n", + "conda create -n cgcnn python=3 scikit-learn pytorch ipykernel torchvision pymatgen -c pytorch -c conda-forge -y\n", + "conda activate cgcnn\n", + "python setup.py install\n", + "~~~" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Input dataset preparation:\n", + "\n", + "To prepare for defining a custom dataset, you'll need the following:\n", + "\n", + "- **CIF files** detailing the structures of the crystals of interest.\n", + "- **Target properties** for each crystal. For prediction purposes, placeholder values in `id_prop.csv` are sufficient.\n", + "\n", + "To create your custom dataset, set up a directory, `root_dir`, containing:\n", + "\n", + "- `id_prop.csv`: A CSV file with two columns. The first column should have a unique ID for each crystal, and the second column should record the value of the target property. For use with `predict.py`, any number can be placed in the second column (it's required but can be arbitrary).\n", + "\n", + "- **ID.cif**: CIF files that record the crystal structure, where `ID` corresponds to the unique ID for the crystal.\n", + "\n", + "The structure of `root_dir` should be as follows:\n", + "~~~\n", + "root_dir/\n", + "├── id_prop.csv\n", + "├── atom_init.json\n", + "├── id0.cif\n", + "├── id1.cif\n", + "├── ...\n", + "~~~\n", + "\n", + "#### Collecting data from MP:\n", + "\n", + "~~~python\n", + "import mlband.data\n", + "\n", + "print('Downloading the data from MP...' ,flush=True)\n", + "# each chunk is 1,000 data points\n", + "df, data = mlband.data.get_list_of_materials(num_chunks=1)\n", + "print('Creating the dataset...', flush=True)\n", + "data_set_path = 'data/mp-test/'\n", + "mlband.data.create_dataset(df=df, path=data_set_path)\n", + "~~~" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Featerizing the elements\n", + "\n", + "Below you can see some of the available elemental features fed to the nodes through one-hot-encoding. [Magpie](https://github.com/ramv2/magpie_python) was used to collect these elemental properties. " + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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symbolatomic numberatomic massgroupperiodMeltingTMiracleRadiusCovalentRadiusFirstIonizationEnergyGSestFCClatcnt...GSenergy_paHeatCapacityMolarn_ws^thirdHeatFusionZungerPP-r_dZungerPP-r_piNpValenceRowFusionEnthalpyGSbandgap
0H11.0079401114.010.031.013.5984432.979865...-3.33129128.8361.500.0600.00.0000.01.00.0607.853
1He24.0026021810.000.028.024.5873873.664774...0.00113520.7860.000.0000.00.0000.01.00.00018.098
2Li36.94100012453.69152.0128.05.3917194.048846...-1.86988724.8600.983.0000.00.3600.02.03.0000.000
3Be49.012182221560.00112.096.09.3227003.160184...-3.75503916.4431.677.8950.00.2000.02.07.8950.000
4B510.8110001322348.0088.084.08.2980203.061330...-6.67769811.0871.7550.2000.00.1651.02.050.2001.524
..................................................................
113Fl114289.0000001470.000.00.00.0000000.000000...0.0000000.0000.000.0000.00.0000.00.00.0000.000
114Mc115290.0000001570.000.00.00.0000000.000000...0.0000000.0000.000.0000.00.0000.00.00.0000.000
115Lv116293.0000001670.000.00.00.0000000.000000...0.0000000.0000.000.0000.00.0000.00.00.0000.000
116Ts117294.0000001770.000.00.00.0000000.000000...0.0000000.0000.000.0000.00.0000.00.00.0000.000
117Og118294.0000001870.000.00.00.0000000.000000...0.0000000.0000.000.0000.00.0000.00.00.0000.000
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118 rows × 70 columns

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" + ], + "text/plain": [ + " symbol atomic number atomic mass group period MeltingT \\\n", + "0 H 1 1.007940 1 1 14.01 \n", + "1 He 2 4.002602 18 1 0.00 \n", + "2 Li 3 6.941000 1 2 453.69 \n", + "3 Be 4 9.012182 2 2 1560.00 \n", + "4 B 5 10.811000 13 2 2348.00 \n", + ".. ... ... ... ... ... ... \n", + "113 Fl 114 289.000000 14 7 0.00 \n", + "114 Mc 115 290.000000 15 7 0.00 \n", + "115 Lv 116 293.000000 16 7 0.00 \n", + "116 Ts 117 294.000000 17 7 0.00 \n", + "117 Og 118 294.000000 18 7 0.00 \n", + "\n", + " MiracleRadius CovalentRadius FirstIonizationEnergy GSestFCClatcnt \\\n", + "0 0.0 31.0 13.598443 2.979865 \n", + "1 0.0 28.0 24.587387 3.664774 \n", + "2 152.0 128.0 5.391719 4.048846 \n", + "3 112.0 96.0 9.322700 3.160184 \n", + "4 88.0 84.0 8.298020 3.061330 \n", + ".. ... ... ... ... \n", + "113 0.0 0.0 0.000000 0.000000 \n", + "114 0.0 0.0 0.000000 0.000000 \n", + "115 0.0 0.0 0.000000 0.000000 \n", + "116 0.0 0.0 0.000000 0.000000 \n", + "117 0.0 0.0 0.000000 0.000000 \n", + "\n", + " ... GSenergy_pa HeatCapacityMolar n_ws^third HeatFusion \\\n", + "0 ... -3.331291 28.836 1.50 0.060 \n", + "1 ... 0.001135 20.786 0.00 0.000 \n", + "2 ... -1.869887 24.860 0.98 3.000 \n", + "3 ... -3.755039 16.443 1.67 7.895 \n", + "4 ... -6.677698 11.087 1.75 50.200 \n", + ".. ... ... ... ... ... \n", + "113 ... 0.000000 0.000 0.00 0.000 \n", + "114 ... 0.000000 0.000 0.00 0.000 \n", + "115 ... 0.000000 0.000 0.00 0.000 \n", + "116 ... 0.000000 0.000 0.00 0.000 \n", + "117 ... 0.000000 0.000 0.00 0.000 \n", + "\n", + " ZungerPP-r_d ZungerPP-r_pi NpValence Row FusionEnthalpy GSbandgap \n", + "0 0.0 0.000 0.0 1.0 0.060 7.853 \n", + "1 0.0 0.000 0.0 1.0 0.000 18.098 \n", + "2 0.0 0.360 0.0 2.0 3.000 0.000 \n", + "3 0.0 0.200 0.0 2.0 7.895 0.000 \n", + "4 0.0 0.165 1.0 2.0 50.200 1.524 \n", + ".. ... ... ... ... ... ... \n", + "113 0.0 0.000 0.0 0.0 0.000 0.000 \n", + "114 0.0 0.000 0.0 0.0 0.000 0.000 \n", + "115 0.0 0.000 0.0 0.0 0.000 0.000 \n", + "116 0.0 0.000 0.0 0.0 0.000 0.000 \n", + "117 0.0 0.000 0.0 0.0 0.000 0.000 \n", + "\n", + "[118 rows x 70 columns]" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import mlband.features\n", + "mlband.features.pt" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The selected properties when then will be one-hot-encoded to be used and the intial vector for each node." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['atomic number', 'atomic mass', 'group', 'period', 'MeltingT', 'MiracleRadius', 'CovalentRadius', 'FirstIonizationEnergy', 'GSestFCClatcnt', 'Electronegativity', 'Density', 'ZungerPP-r_s', 'DipolePolarizability', 'GSestBCClatcnt', 'LogThermalConductivity', 'NsValence', 'GSmagmom', 'Polarizability', 'NValence', 'IsAlkali', 'AtomicVolume', 'phi', 'Number', 'IsNonmetal', 'NfValence', 'HHIp', 'VdWRadius', 'HHIr', 'NpUnfilled', 'BulkModulus', 'ZungerPP-r_p', 'NsUnfilled', 'ZungerPP-r_sigma', 'ThermalConductivity', 'AtomicRadius', 'ShearModulus', 'IonizationEnergies', 'IsMetalloid', 'NfUnfilled', 'SecondIonizationEnergy', 'OxidationStates', 'IsDBlock', 'AtomicWeight', 'HeatVaporization', 'MendeleevNumber', 'GSvolume_pa', 'NUnfilled', 'IsMetal', 'ElectronAffinity', 'NdUnfilled', 'NdValence', 'MolarVolume', 'Column', 'ICSDVolume', 'IsFBlock', 'SpaceGroupNumber', 'HeatCapacityMass', 'AllenElectronegativity', 'BoilingT', 'GSenergy_pa', 'HeatCapacityMolar', 'n_ws^third', 'HeatFusion', 'ZungerPP-r_d', 'ZungerPP-r_pi', 'NpValence', 'Row', 'FusionEnthalpy', 'GSbandgap']\n" + ] + } + ], + "source": [ + "# List of available features\n", + "print(mlband.features.get_available_features())" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0]\n", + "{'0': 'group_0', '1': 'group_1', '2': 'group_2', '3': 'group_3', '4': 'group_4', '5': 'group_5', '6': 'group_6', '7': 'group_7', '8': 'group_8', '9': 'group_9', '10': 'group_10', '11': 'group_11', '12': 'group_12', '13': 'group_13', '14': 'group_14', '15': 'group_15', '16': 'group_16', '17': 'group_17', '18': 'group_18', '19': 'period_1', '20': 'period_2', '21': 'period_3', '22': 'period_4', '23': 'period_5', '24': 'period_6', '25': 'period_7'}\n" + ] + } + ], + "source": [ + "# Encoded features\n", + "f, col_names = mlband.features.one_hot_encode_elements(discrete_columns=['group', 'period'])\n", + "print(f['1']) # Features for hydrogen\n", + "print(col_names)\n", + "# The first 19 columns are the one-hot encoded group, the last 7 are the one-hot encoded period\n", + "# Group number 0 was considered for rare-earth elements " + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0]\n", + "{'0': 'Electronegativity_bin_0', '1': 'Electronegativity_bin_1', '2': 'Electronegativity_bin_2', '3': 'Electronegativity_bin_3', '4': 'Electronegativity_bin_4', '5': 'Electronegativity_bin_5', '6': 'Electronegativity_bin_6', '7': 'Electronegativity_bin_7', '8': 'Electronegativity_bin_8', '9': 'Electronegativity_bin_9', '10': 'AtomicRadius_bin_0', '11': 'AtomicRadius_bin_1', '12': 'AtomicRadius_bin_2', '13': 'AtomicRadius_bin_3', '14': 'AtomicRadius_bin_4', '15': 'AtomicRadius_bin_5', '16': 'AtomicRadius_bin_6', '17': 'AtomicRadius_bin_7', '18': 'AtomicRadius_bin_8', '19': 'AtomicRadius_bin_9'}\n" + ] + } + ], + "source": [ + "# Example 2:\n", + "f, col_names = mlband.features.one_hot_encode_elements(continuous_columns=['Electronegativity', 'AtomicRadius'])\n", + "print(f['1']) # Features for hydrogen\n", + "print(col_names)\n", + "# 10 discrete bins was considered for each continuous feature" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Selected physical features:\n", + "\n", + "For the task of band gap predictions here are the list of selected properties for featurizing the elements: 1. Group number 2. Period Number 3. Electronegativity 4. Covalent radius 5. Valence electrons 6. First ionization energy 7. Electron affinity 8. Electron block (s,p,d,f) 9. Atomic volume\n", + "\n", + "I call these selected features original features and used it in the pretrained model." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Training a model\n", + "\n", + "The config class holds all the information regarding the model and data.\n", + "\n", + "~~~python\n", + "from mlband.imports import *\n", + "import mlband.data\n", + "import mlband.config\n", + "import mlband.model\n", + "import mlband.features\n", + "\n", + "data_set_path = 'data/mp-test/'\n", + "results_dir = 'results/test/'\n", + "\n", + "print('Preparing the config...', flush=True)\n", + "config = mlband.config.Config(\n", + " data_path=data_set_path, \n", + " workers=4, \n", + " results_dir=results_dir,\n", + " original_features=True, \n", + " print_freq=100,\n", + " )\n", + "\n", + "print('Creating and training the model...', flush=True)\n", + "mlband.model.train(config)\n", + "~~~" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Predictions\n", + "\n", + "Here is the predictions on the test set:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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IDTrue_LabelPrediction
0mp-99370.0000-0.052763
1mp-11729670.00000.140506
2mp-9823662.51261.816474
3mp-11750380.00000.352745
4mp-7681273.12532.300649
............
3994mp-83993.28591.227919
3995mp-11121092.25731.406988
3996mp-10211620.00000.039211
3997mp-10626761.31460.079352
3998mp-11872820.0000-0.043594
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3999 rows × 3 columns

\n", + "
" + ], + "text/plain": [ + " ID True_Label Prediction\n", + "0 mp-9937 0.0000 -0.052763\n", + "1 mp-1172967 0.0000 0.140506\n", + "2 mp-982366 2.5126 1.816474\n", + "3 mp-1175038 0.0000 0.352745\n", + "4 mp-768127 3.1253 2.300649\n", + "... ... ... ...\n", + "3994 mp-8399 3.2859 1.227919\n", + "3995 mp-1112109 2.2573 1.406988\n", + "3996 mp-1021162 0.0000 0.039211\n", + "3997 mp-1062676 1.3146 0.079352\n", + "3998 mp-1187282 0.0000 -0.043594\n", + "\n", + "[3999 rows x 3 columns]" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from mlband.imports import *\n", + "df = pd.read_csv('/Users/ali/GitHub/rewotes/adavaria/mlband/pretrained_model/predictions_test.csv')\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MAE = 0.449\n" + ] + } + ], + "source": [ + "# Plot the predicted vs target values parity plot\n", + "plt.scatter(df['True_Label'], df['Prediction'], alpha=0.25)\n", + "plt.xlabel('target band gap [eV]')\n", + "plt.ylabel('predicted band gap [eV]')\n", + "\n", + "x = np.linspace(-1, 7, 6)\n", + "y = x\n", + "plt.plot(x, y, '-r', label='parity')\n", + "\n", + "plt.show()\n", + "\n", + "# pring the mean absolute error\n", + "from sklearn.metrics import mean_absolute_error\n", + "\n", + "mae = mean_absolute_error(df['True_Label'], df['Prediction'])\n", + "print(f'MAE = {mae:.3f}')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Using the pretrained model from the installed package\n", + "\n", + "After installing the package, you can perform predictions simply by calling the predict function and specifying the path to the cif files, which should be in the correct format and include the id_prop.csv file.\n", + "~~~python\n", + "import mlband\n", + "df = mlband.model.predict(data_path='/Users/ali/GitHub/rewotes/adavaria/data/mp-test/')\n", + "~~~\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Explanation of different files:\n", + "\n", + "- `__init__.csv`: Includes the most important modules files that a user need to import.\n", + "- `imports.py`: Includes the most common imports that might be needed to avoid repeating them in different files.\n", + "- `conig.py` : Includes a class for configuration parameters of the model.\n", + "- `features.py`: Includes the functions to preprocess the elemental features and prepare the data for training in the right format.\n", + "- `model.py`: Includes the model class and the functions to train and predict the model.\n", + "- `main.py`: Includes the main function to collect data, train and predict the model.\n", + "- `mp.py`: Includes the functions to collect data from the Materials Project database.\n", + "- `plot_formatter.py`: It has the script to define the default plot format for the project.\n", + "- `utility.py`: It includes the general functions that are used in different files.\n", + "- `cgcnn`: This directory includes the files related to the Crystal Graph Convolutional Neural Network (CGCNN) model. All the functions in this directory are copied from the original CGCNN repository with some modifications to make it compatible with the project.\n", + "- `pretrained_model`: This directory includes the pre-trained model's weights and the predictions." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "cgcnn", + "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": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/adavaria/images/cgcnn.png b/adavaria/images/cgcnn.png new file mode 100644 index 00000000..0404dbfa Binary files /dev/null and b/adavaria/images/cgcnn.png differ diff --git a/adavaria/mlband/__init__.py b/adavaria/mlband/__init__.py new file mode 100644 index 00000000..8ccc7196 --- /dev/null +++ b/adavaria/mlband/__init__.py @@ -0,0 +1,4 @@ +import warnings +warnings.filterwarnings("ignore") +from . import model, data, config, main, plot_formatter, mp +from . import utility as util diff --git a/adavaria/mlband/atom_init.json b/adavaria/mlband/atom_init.json new file mode 100644 index 00000000..b8699f5a --- /dev/null +++ b/adavaria/mlband/atom_init.json @@ -0,0 +1 @@ +{"1": [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0], "2": [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0], "3": [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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CGCNN +The codes on this directory are comming from [CGCNN](https://github.com/txie-93/cgcnn) repository with slight modifications. \ No newline at end of file diff --git a/adavaria/mlband/cgcnn/__init__.py b/adavaria/mlband/cgcnn/__init__.py new file mode 100644 index 00000000..e69de29b diff --git a/adavaria/mlband/cgcnn/data.py b/adavaria/mlband/cgcnn/data.py new file mode 100644 index 00000000..bef2acd1 --- /dev/null +++ b/adavaria/mlband/cgcnn/data.py @@ -0,0 +1,352 @@ +from __future__ import print_function, division + +import csv +import functools +import json +import os +import random +import warnings + +import numpy as np +import torch +from pymatgen.core.structure import Structure +from torch.utils.data import Dataset, DataLoader +from torch.utils.data.dataloader import default_collate +from torch.utils.data.sampler import SubsetRandomSampler + + +def get_train_val_test_loader(dataset, collate_fn=default_collate, + batch_size=64, train_ratio=None, + val_ratio=0.1, test_ratio=0.1, return_test=False, + num_workers=1, pin_memory=False, **kwargs): + """ + Utility function for dividing a dataset to train, val, test datasets. + + !!! The dataset needs to be shuffled before using the function !!! + + Parameters + ---------- + dataset: torch.utils.data.Dataset + The full dataset to be divided. + collate_fn: torch.utils.data.DataLoader + batch_size: int + train_ratio: float + val_ratio: float + test_ratio: float + return_test: bool + Whether to return the test dataset loader. If False, the last test_size + data will be hidden. + num_workers: int + pin_memory: bool + + Returns + ------- + train_loader: torch.utils.data.DataLoader + DataLoader that random samples the training data. + val_loader: torch.utils.data.DataLoader + DataLoader that random samples the validation data. + (test_loader): torch.utils.data.DataLoader + DataLoader that random samples the test data, returns if + return_test=True. + """ + total_size = len(dataset) + if kwargs['train_size'] is None: + if train_ratio is None: + assert val_ratio + test_ratio < 1 + train_ratio = 1 - val_ratio - test_ratio + print(f'[Warning] train_ratio is None, using 1 - val_ratio - ' + f'test_ratio = {train_ratio} as training data.') + else: + assert train_ratio + val_ratio + test_ratio <= 1 + indices = list(range(total_size)) + if kwargs['train_size']: + train_size = kwargs['train_size'] + else: + train_size = int(train_ratio * total_size) + if kwargs['test_size']: + test_size = kwargs['test_size'] + else: + test_size = int(test_ratio * total_size) + if kwargs['val_size']: + valid_size = kwargs['val_size'] + else: + valid_size = int(val_ratio * total_size) + train_sampler = SubsetRandomSampler(indices[:train_size]) + val_sampler = SubsetRandomSampler( + indices[-(valid_size + test_size):-test_size]) + if return_test: + test_sampler = SubsetRandomSampler(indices[-test_size:]) + train_loader = DataLoader(dataset, batch_size=batch_size, + sampler=train_sampler, + num_workers=num_workers, + collate_fn=collate_fn, pin_memory=pin_memory) + val_loader = DataLoader(dataset, batch_size=batch_size, + sampler=val_sampler, + num_workers=num_workers, + collate_fn=collate_fn, pin_memory=pin_memory) + if return_test: + test_loader = DataLoader(dataset, batch_size=batch_size, + sampler=test_sampler, + num_workers=num_workers, + collate_fn=collate_fn, pin_memory=pin_memory) + if return_test: + return train_loader, val_loader, test_loader + else: + return train_loader, val_loader + + +def collate_pool(dataset_list): + """ + Collate a list of data and return a batch for predicting crystal + properties. + + Parameters + ---------- + + dataset_list: list of tuples for each data point. + (atom_fea, nbr_fea, nbr_fea_idx, target) + + atom_fea: torch.Tensor shape (n_i, atom_fea_len) + nbr_fea: torch.Tensor shape (n_i, M, nbr_fea_len) + nbr_fea_idx: torch.LongTensor shape (n_i, M) + target: torch.Tensor shape (1, ) + cif_id: str or int + + Returns + ------- + N = sum(n_i); N0 = sum(i) + + batch_atom_fea: torch.Tensor shape (N, orig_atom_fea_len) + Atom features from atom type + batch_nbr_fea: torch.Tensor shape (N, M, nbr_fea_len) + Bond features of each atom's M neighbors + batch_nbr_fea_idx: torch.LongTensor shape (N, M) + Indices of M neighbors of each atom + crystal_atom_idx: list of torch.LongTensor of length N0 + Mapping from the crystal idx to atom idx + target: torch.Tensor shape (N, 1) + Target value for prediction + batch_cif_ids: list + """ + batch_atom_fea, batch_nbr_fea, batch_nbr_fea_idx = [], [], [] + crystal_atom_idx, batch_target = [], [] + batch_cif_ids = [] + base_idx = 0 + for i, ((atom_fea, nbr_fea, nbr_fea_idx), target, cif_id)\ + in enumerate(dataset_list): + n_i = atom_fea.shape[0] # number of atoms for this crystal + batch_atom_fea.append(atom_fea) + batch_nbr_fea.append(nbr_fea) + batch_nbr_fea_idx.append(nbr_fea_idx+base_idx) + new_idx = torch.LongTensor(np.arange(n_i)+base_idx) + crystal_atom_idx.append(new_idx) + batch_target.append(target) + batch_cif_ids.append(cif_id) + base_idx += n_i + return (torch.cat(batch_atom_fea, dim=0), + torch.cat(batch_nbr_fea, dim=0), + torch.cat(batch_nbr_fea_idx, dim=0), + crystal_atom_idx),\ + torch.stack(batch_target, dim=0),\ + batch_cif_ids + + +class GaussianDistance(object): + """ + Expands the distance by Gaussian basis. + + Unit: angstrom + """ + def __init__(self, dmin, dmax, step, var=None): + """ + Parameters + ---------- + + dmin: float + Minimum interatomic distance + dmax: float + Maximum interatomic distance + step: float + Step size for the Gaussian filter + """ + assert dmin < dmax + assert dmax - dmin > step + self.filter = np.arange(dmin, dmax+step, step) + if var is None: + var = step + self.var = var + + def expand(self, distances): + """ + Apply Gaussian disntance filter to a numpy distance array + + Parameters + ---------- + + distance: np.array shape n-d array + A distance matrix of any shape + + Returns + ------- + expanded_distance: shape (n+1)-d array + Expanded distance matrix with the last dimension of length + len(self.filter) + """ + return np.exp(-(distances[..., np.newaxis] - self.filter)**2 / + self.var**2) + + +class AtomInitializer(object): + """ + Base class for intializing the vector representation for atoms. + + !!! Use one AtomInitializer per dataset !!! + """ + def __init__(self, atom_types): + self.atom_types = set(atom_types) + self._embedding = {} + + def get_atom_fea(self, atom_type): + assert atom_type in self.atom_types + return self._embedding[atom_type] + + def load_state_dict(self, state_dict): + self._embedding = state_dict + self.atom_types = set(self._embedding.keys()) + self._decodedict = {idx: atom_type for atom_type, idx in + self._embedding.items()} + + def state_dict(self): + return self._embedding + + def decode(self, idx): + if not hasattr(self, '_decodedict'): + self._decodedict = {idx: atom_type for atom_type, idx in + self._embedding.items()} + return self._decodedict[idx] + + +class AtomCustomJSONInitializer(AtomInitializer): + """ + Initialize atom feature vectors using a JSON file, which is a python + dictionary mapping from element number to a list representing the + feature vector of the element. + + Parameters + ---------- + + elem_embedding_file: str + The path to the .json file + """ + def __init__(self, elem_embedding_file): + with open(elem_embedding_file) as f: + elem_embedding = json.load(f) + elem_embedding = {int(key): value for key, value + in elem_embedding.items()} + atom_types = set(elem_embedding.keys()) + super(AtomCustomJSONInitializer, self).__init__(atom_types) + for key, value in elem_embedding.items(): + self._embedding[key] = np.array(value, dtype=float) + + +class CIFData(Dataset): + """ + The CIFData dataset is a wrapper for a dataset where the crystal structures + are stored in the form of CIF files. The dataset should have the following + directory structure: + + root_dir + ├── id_prop.csv + ├── atom_init.json + ├── id0.cif + ├── id1.cif + ├── ... + + id_prop.csv: a CSV file with two columns. The first column recodes a + unique ID for each crystal, and the second column recodes the value of + target property. + + atom_init.json: a JSON file that stores the initialization vector for each + element. + + ID.cif: a CIF file that recodes the crystal structure, where ID is the + unique ID for the crystal. + + Parameters + ---------- + + root_dir: str + The path to the root directory of the dataset + max_num_nbr: int + The maximum number of neighbors while constructing the crystal graph + radius: float + The cutoff radius for searching neighbors + dmin: float + The minimum distance for constructing GaussianDistance + step: float + The step size for constructing GaussianDistance + random_seed: int + Random seed for shuffling the dataset + + Returns + ------- + + atom_fea: torch.Tensor shape (n_i, atom_fea_len) + nbr_fea: torch.Tensor shape (n_i, M, nbr_fea_len) + nbr_fea_idx: torch.LongTensor shape (n_i, M) + target: torch.Tensor shape (1, ) + cif_id: str or int + """ + def __init__(self, root_dir, max_num_nbr=12, radius=8, dmin=0, step=0.2, + random_seed=123): + self.root_dir = str(root_dir) + self.max_num_nbr, self.radius = max_num_nbr, radius + assert os.path.exists(root_dir), f'{root_dir} does not exist!' + id_prop_file = os.path.join(self.root_dir, 'id_prop.csv') + assert os.path.exists(id_prop_file), f'id_prop.csv does not exist! ({id_prop_file})' + with open(id_prop_file) as f: + reader = csv.reader(f) + self.id_prop_data = [row for row in reader] + random.seed(random_seed) + random.shuffle(self.id_prop_data) + atom_init_file = os.path.join(self.root_dir, 'atom_init.json') + assert os.path.exists(atom_init_file), 'atom_init.json does not exist!' + self.ari = AtomCustomJSONInitializer(atom_init_file) + self.gdf = GaussianDistance(dmin=dmin, dmax=self.radius, step=step) + + def __len__(self): + return len(self.id_prop_data) + + @functools.lru_cache(maxsize=None) # Cache loaded structures + def __getitem__(self, idx): + cif_id, target = self.id_prop_data[idx] + crystal = Structure.from_file(os.path.join(self.root_dir, + cif_id+'.cif')) + atom_fea = np.vstack([self.ari.get_atom_fea(crystal[i].specie.number) + for i in range(len(crystal))]) + atom_fea = torch.Tensor(atom_fea) + all_nbrs = crystal.get_all_neighbors(self.radius, include_index=True) + all_nbrs = [sorted(nbrs, key=lambda x: x[1]) for nbrs in all_nbrs] + nbr_fea_idx, nbr_fea = [], [] + for nbr in all_nbrs: + if len(nbr) < self.max_num_nbr: + warnings.warn('{} not find enough neighbors to build graph. ' + 'If it happens frequently, consider increase ' + 'radius.'.format(cif_id)) + nbr_fea_idx.append(list(map(lambda x: x[2], nbr)) + + [0] * (self.max_num_nbr - len(nbr))) + nbr_fea.append(list(map(lambda x: x[1], nbr)) + + [self.radius + 1.] * (self.max_num_nbr - + len(nbr))) + else: + nbr_fea_idx.append(list(map(lambda x: x[2], + nbr[:self.max_num_nbr]))) + nbr_fea.append(list(map(lambda x: x[1], + nbr[:self.max_num_nbr]))) + nbr_fea_idx, nbr_fea = np.array(nbr_fea_idx), np.array(nbr_fea) + nbr_fea = self.gdf.expand(nbr_fea) + atom_fea = torch.Tensor(atom_fea) + nbr_fea = torch.Tensor(nbr_fea) + nbr_fea_idx = torch.LongTensor(nbr_fea_idx) + target = torch.Tensor([float(target)]) + return (atom_fea, nbr_fea, nbr_fea_idx), target, cif_id diff --git a/adavaria/mlband/cgcnn/model.py b/adavaria/mlband/cgcnn/model.py new file mode 100644 index 00000000..de739532 --- /dev/null +++ b/adavaria/mlband/cgcnn/model.py @@ -0,0 +1,187 @@ +from __future__ import print_function, division + +import torch +import torch.nn as nn + + +class ConvLayer(nn.Module): + """ + Convolutional operation on graphs + """ + def __init__(self, atom_fea_len, nbr_fea_len): + """ + Initialize ConvLayer. + + Parameters + ---------- + + atom_fea_len: int + Number of atom hidden features. + nbr_fea_len: int + Number of bond features. + """ + super(ConvLayer, self).__init__() + self.atom_fea_len = atom_fea_len + self.nbr_fea_len = nbr_fea_len + self.fc_full = nn.Linear(2*self.atom_fea_len+self.nbr_fea_len, + 2*self.atom_fea_len) + self.sigmoid = nn.Sigmoid() + self.softplus1 = nn.Softplus() + self.bn1 = nn.BatchNorm1d(2*self.atom_fea_len) + self.bn2 = nn.BatchNorm1d(self.atom_fea_len) + self.softplus2 = nn.Softplus() + + def forward(self, atom_in_fea, nbr_fea, nbr_fea_idx): + """ + Forward pass + + N: Total number of atoms in the batch + M: Max number of neighbors + + Parameters + ---------- + + atom_in_fea: Variable(torch.Tensor) shape (N, atom_fea_len) + Atom hidden features before convolution + nbr_fea: Variable(torch.Tensor) shape (N, M, nbr_fea_len) + Bond features of each atom's M neighbors + nbr_fea_idx: torch.LongTensor shape (N, M) + Indices of M neighbors of each atom + + Returns + ------- + + atom_out_fea: nn.Variable shape (N, atom_fea_len) + Atom hidden features after convolution + + """ + # TODO will there be problems with the index zero padding? + N, M = nbr_fea_idx.shape + # convolution + atom_nbr_fea = atom_in_fea[nbr_fea_idx, :] + total_nbr_fea = torch.cat( + [atom_in_fea.unsqueeze(1).expand(N, M, self.atom_fea_len), + atom_nbr_fea, nbr_fea], dim=2) + total_gated_fea = self.fc_full(total_nbr_fea) + total_gated_fea = self.bn1(total_gated_fea.view( + -1, self.atom_fea_len*2)).view(N, M, self.atom_fea_len*2) + nbr_filter, nbr_core = total_gated_fea.chunk(2, dim=2) + nbr_filter = self.sigmoid(nbr_filter) + nbr_core = self.softplus1(nbr_core) + nbr_sumed = torch.sum(nbr_filter * nbr_core, dim=1) + nbr_sumed = self.bn2(nbr_sumed) + out = self.softplus2(atom_in_fea + nbr_sumed) + return out + + +class CrystalGraphConvNet(nn.Module): + """ + Create a crystal graph convolutional neural network for predicting total + material properties. + """ + def __init__(self, orig_atom_fea_len, nbr_fea_len, + atom_fea_len=64, n_conv=3, h_fea_len=128, n_h=1, + classification=False): + """ + Initialize CrystalGraphConvNet. + + Parameters + ---------- + + orig_atom_fea_len: int + Number of atom features in the input. + nbr_fea_len: int + Number of bond features. + atom_fea_len: int + Number of hidden atom features in the convolutional layers + n_conv: int + Number of convolutional layers + h_fea_len: int + Number of hidden features after pooling + n_h: int + Number of hidden layers after pooling + """ + super(CrystalGraphConvNet, self).__init__() + self.classification = classification + self.embedding = nn.Linear(orig_atom_fea_len, atom_fea_len) + self.convs = nn.ModuleList([ConvLayer(atom_fea_len=atom_fea_len, + nbr_fea_len=nbr_fea_len) + for _ in range(n_conv)]) + self.conv_to_fc = nn.Linear(atom_fea_len, h_fea_len) + self.conv_to_fc_softplus = nn.Softplus() + if n_h > 1: + self.fcs = nn.ModuleList([nn.Linear(h_fea_len, h_fea_len) + for _ in range(n_h-1)]) + self.softpluses = nn.ModuleList([nn.Softplus() + for _ in range(n_h-1)]) + if self.classification: + self.fc_out = nn.Linear(h_fea_len, 2) + else: + self.fc_out = nn.Linear(h_fea_len, 1) + if self.classification: + self.logsoftmax = nn.LogSoftmax(dim=1) + self.dropout = nn.Dropout() + + def forward(self, atom_fea, nbr_fea, nbr_fea_idx, crystal_atom_idx): + """ + Forward pass + + N: Total number of atoms in the batch + M: Max number of neighbors + N0: Total number of crystals in the batch + + Parameters + ---------- + + atom_fea: Variable(torch.Tensor) shape (N, orig_atom_fea_len) + Atom features from atom type + nbr_fea: Variable(torch.Tensor) shape (N, M, nbr_fea_len) + Bond features of each atom's M neighbors + nbr_fea_idx: torch.LongTensor shape (N, M) + Indices of M neighbors of each atom + crystal_atom_idx: list of torch.LongTensor of length N0 + Mapping from the crystal idx to atom idx + + Returns + ------- + + prediction: nn.Variable shape (N, ) + Atom hidden features after convolution + + """ + atom_fea = self.embedding(atom_fea) + for conv_func in self.convs: + atom_fea = conv_func(atom_fea, nbr_fea, nbr_fea_idx) + crys_fea = self.pooling(atom_fea, crystal_atom_idx) + crys_fea = self.conv_to_fc(self.conv_to_fc_softplus(crys_fea)) + crys_fea = self.conv_to_fc_softplus(crys_fea) + if self.classification: + crys_fea = self.dropout(crys_fea) + if hasattr(self, 'fcs') and hasattr(self, 'softpluses'): + for fc, softplus in zip(self.fcs, self.softpluses): + crys_fea = softplus(fc(crys_fea)) + out = self.fc_out(crys_fea) + if self.classification: + out = self.logsoftmax(out) + return out + + def pooling(self, atom_fea, crystal_atom_idx): + """ + Pooling the atom features to crystal features + + N: Total number of atoms in the batch + N0: Total number of crystals in the batch + + Parameters + ---------- + + atom_fea: Variable(torch.Tensor) shape (N, atom_fea_len) + Atom feature vectors of the batch + crystal_atom_idx: list of torch.LongTensor of length N0 + Mapping from the crystal idx to atom idx + """ + assert sum([len(idx_map) for idx_map in crystal_atom_idx]) ==\ + atom_fea.data.shape[0] + summed_fea = [torch.mean(atom_fea[idx_map], dim=0, keepdim=True) + for idx_map in crystal_atom_idx] + return torch.cat(summed_fea, dim=0) diff --git a/adavaria/mlband/cgcnn/train.py b/adavaria/mlband/cgcnn/train.py new file mode 100644 index 00000000..9ff28fff --- /dev/null +++ b/adavaria/mlband/cgcnn/train.py @@ -0,0 +1,241 @@ +from .utility import AverageMeter, mae, class_eval +from torch.autograd import Variable +import time +import torch + + +def train_epoch(args, train_loader, model, criterion, optimizer, epoch, normalizer): + batch_time = AverageMeter() + data_time = AverageMeter() + losses = AverageMeter() + if args.task == 'regression': + mae_errors = AverageMeter() + else: + accuracies = AverageMeter() + precisions = AverageMeter() + recalls = AverageMeter() + fscores = AverageMeter() + auc_scores = AverageMeter() + + # switch to train mode + model.train() + + end = time.time() + for i, (input, target, _) in enumerate(train_loader): + # measure data loading time + data_time.update(time.time() - end) + + if args.cuda: + input_var = (Variable(input[0].cuda(non_blocking=True)), + Variable(input[1].cuda(non_blocking=True)), + input[2].cuda(non_blocking=True), + [crys_idx.cuda(non_blocking=True) for crys_idx in input[3]]) + else: + input_var = (Variable(input[0]), + Variable(input[1]), + input[2], + input[3]) + # normalize target + if args.task == 'regression': + target_normed = normalizer.norm(target) + else: + target_normed = target.view(-1).long() + if args.cuda: + target_var = Variable(target_normed.cuda(non_blocking=True)) + else: + target_var = Variable(target_normed) + + # compute output + output = model(*input_var) + loss = criterion(output, target_var) + + # measure accuracy and record loss + if args.task == 'regression': + mae_error = mae(normalizer.denorm(output.data.cpu()), target) + losses.update(loss.data.cpu(), target.size(0)) + mae_errors.update(mae_error, target.size(0)) + else: + accuracy, precision, recall, fscore, auc_score = \ + class_eval(output.data.cpu(), target) + losses.update(loss.data.cpu().item(), target.size(0)) + accuracies.update(accuracy, target.size(0)) + precisions.update(precision, target.size(0)) + recalls.update(recall, target.size(0)) + fscores.update(fscore, target.size(0)) + auc_scores.update(auc_score, target.size(0)) + + # compute gradient and do SGD step + optimizer.zero_grad() + loss.backward() + optimizer.step() + + # measure elapsed time + batch_time.update(time.time() - end) + end = time.time() + + if i % args.print_freq == 0: + if args.task == 'regression': + print('Epoch: [{0}][{1}/{2}]\t' + 'Time {batch_time.val:.3f} ({batch_time.avg:.3f})\t' + 'Data {data_time.val:.3f} ({data_time.avg:.3f})\t' + 'Loss {loss.val:.4f} ({loss.avg:.4f})\t' + 'MAE {mae_errors.val:.3f} ({mae_errors.avg:.3f})'.format( + epoch, i, len(train_loader), batch_time=batch_time, + data_time=data_time, loss=losses, mae_errors=mae_errors) + ) + else: + print('Epoch: [{0}][{1}/{2}]\t' + 'Time {batch_time.val:.3f} ({batch_time.avg:.3f})\t' + 'Data {data_time.val:.3f} ({data_time.avg:.3f})\t' + 'Loss {loss.val:.4f} ({loss.avg:.4f})\t' + 'Accu {accu.val:.3f} ({accu.avg:.3f})\t' + 'Precision {prec.val:.3f} ({prec.avg:.3f})\t' + 'Recall {recall.val:.3f} ({recall.avg:.3f})\t' + 'F1 {f1.val:.3f} ({f1.avg:.3f})\t' + 'AUC {auc.val:.3f} ({auc.avg:.3f})'.format( + epoch, i, len(train_loader), batch_time=batch_time, + data_time=data_time, loss=losses, accu=accuracies, + prec=precisions, recall=recalls, f1=fscores, + auc=auc_scores) + ) + + +def validate(args, val_loader, model, criterion, normalizer, test=False): + batch_time = AverageMeter() + losses = AverageMeter() + if args.task == 'regression': + mae_errors = AverageMeter() + else: + accuracies = AverageMeter() + precisions = AverageMeter() + recalls = AverageMeter() + fscores = AverageMeter() + auc_scores = AverageMeter() + if test: + test_targets = [] + test_preds = [] + test_cif_ids = [] + + # switch to evaluate mode + model.eval() + + end = time.time() + for i, (input, target, batch_cif_ids) in enumerate(val_loader): + if args.cuda: + with torch.no_grad(): + input_var = (Variable(input[0].cuda(non_blocking=True)), + Variable(input[1].cuda(non_blocking=True)), + input[2].cuda(non_blocking=True), + [crys_idx.cuda(non_blocking=True) for crys_idx in input[3]]) + else: + with torch.no_grad(): + input_var = (Variable(input[0]), + Variable(input[1]), + input[2], + input[3]) + if args.task == 'regression': + target_normed = normalizer.norm(target) + else: + target_normed = target.view(-1).long() + if args.cuda: + with torch.no_grad(): + target_var = Variable(target_normed.cuda(non_blocking=True)) + else: + with torch.no_grad(): + target_var = Variable(target_normed) + + # compute output + output = model(*input_var) + loss = criterion(output, target_var) + + # measure accuracy and record loss + if args.task == 'regression': + mae_error = mae(normalizer.denorm(output.data.cpu()), target) + losses.update(loss.data.cpu().item(), target.size(0)) + mae_errors.update(mae_error, target.size(0)) + if test: + test_pred = normalizer.denorm(output.data.cpu()) + test_target = target + test_preds += test_pred.view(-1).tolist() + test_targets += test_target.view(-1).tolist() + test_cif_ids += batch_cif_ids + else: + accuracy, precision, recall, fscore, auc_score = \ + class_eval(output.data.cpu(), target) + losses.update(loss.data.cpu().item(), target.size(0)) + accuracies.update(accuracy, target.size(0)) + precisions.update(precision, target.size(0)) + recalls.update(recall, target.size(0)) + fscores.update(fscore, target.size(0)) + auc_scores.update(auc_score, target.size(0)) + if test: + test_pred = torch.exp(output.data.cpu()) + test_target = target + assert test_pred.shape[1] == 2 + test_preds += test_pred[:, 1].tolist() + test_targets += test_target.view(-1).tolist() + test_cif_ids += batch_cif_ids + + # measure elapsed time + batch_time.update(time.time() - end) + end = time.time() + + if i % args.print_freq == 0: + if args.task == 'regression': + print('Test: [{0}/{1}]\t' + 'Time {batch_time.val:.3f} ({batch_time.avg:.3f})\t' + 'Loss {loss.val:.4f} ({loss.avg:.4f})\t' + 'MAE {mae_errors.val:.3f} ({mae_errors.avg:.3f})'.format( + i, len(val_loader), batch_time=batch_time, loss=losses, + mae_errors=mae_errors)) + else: + print('Test: [{0}/{1}]\t' + 'Time {batch_time.val:.3f} ({batch_time.avg:.3f})\t' + 'Loss {loss.val:.4f} ({loss.avg:.4f})\t' + 'Accu {accu.val:.3f} ({accu.avg:.3f})\t' + 'Precision {prec.val:.3f} ({prec.avg:.3f})\t' + 'Recall {recall.val:.3f} ({recall.avg:.3f})\t' + 'F1 {f1.val:.3f} ({f1.avg:.3f})\t' + 'AUC {auc.val:.3f} ({auc.avg:.3f})'.format( + i, len(val_loader), batch_time=batch_time, loss=losses, + accu=accuracies, prec=precisions, recall=recalls, + f1=fscores, auc=auc_scores)) + + if test: + star_label = '**' + # import csv + # with open('test_results.csv', 'w') as f: + # writer = csv.writer(f) + # for cif_id, target, pred in zip(test_cif_ids, test_targets, + # test_preds): + # writer.writerow((cif_id, target, pred)) + else: + star_label = '*' + if args.task == 'regression': + print(' {star} MAE {mae_errors.avg:.3f}'.format(star=star_label, + mae_errors=mae_errors)) + return mae_errors.avg + else: + print(' {star} AUC {auc.avg:.3f}'.format(star=star_label, + auc=auc_scores)) + return auc_scores.avg + + +def save_checkpoint(state, is_best, filename='checkpoint.pth.tar', cd=None): + """Saves checkpoint to disk. Optionally changes directory before saving.""" + import os + import shutil + original_dir = os.getcwd() # Save the current working directory + + if cd: + os.chdir(cd) # Change to the new directory + + try: + # Save the state + torch.save(state, filename) + + if is_best: + shutil.copyfile(filename, 'model_best.pth.tar') + finally: + os.chdir(original_dir) # Change back to the original directory + diff --git a/adavaria/mlband/cgcnn/utility.py b/adavaria/mlband/cgcnn/utility.py new file mode 100644 index 00000000..14e0a5e5 --- /dev/null +++ b/adavaria/mlband/cgcnn/utility.py @@ -0,0 +1,79 @@ +import torch +import numpy as np +from sklearn import metrics + + + +class Normalizer(object): + """ + Normalize a Tensor and restore it later. + Taken from: https://github.com/txie-93/cgcnn + """ + + def __init__(self, tensor=torch.zeros(3)): + """tensor is taken as a sample to calculate the mean and std""" + self.mean = torch.mean(tensor) + self.std = torch.std(tensor) + + def norm(self, tensor): + """Normalize a tensor""" + return (tensor - self.mean) / self.std + + def denorm(self, normed_tensor): + """Denormalize a normalized tensor""" + return normed_tensor * self.std + self.mean + + def state_dict(self): + """Returns a dictionary containing a whole state of the module.""" + return {'mean': self.mean, + 'std': self.std} + + def load_state_dict(self, state_dict): + """Loads a state dict.""" + self.mean = state_dict['mean'] + self.std = state_dict['std'] + return self + + +class AverageMeter(object): + """ + Computes and stores the average and current value. + Taken from: https://github.com/txie-93/cgcnn + """ + + def __init__(self): + self.reset() + + def reset(self): + self.val = 0 + self.avg = 0 + self.sum = 0 + self.count = 0 + + def update(self, val, n=1): + self.val = val + self.sum += val * n + self.count += n + self.avg = self.sum / self.count + +def class_eval(prediction, target): + prediction = np.exp(prediction.numpy()) + target = target.numpy() + pred_label = np.argmax(prediction, axis=1) + target_label = np.squeeze(target) + if not target_label.shape: + target_label = np.asarray([target_label]) + if prediction.shape[1] == 2: + precision, recall, fscore, _ = metrics.precision_recall_fscore_support( + target_label, pred_label, average='binary') + auc_score = metrics.roc_auc_score(target_label, prediction[:, 1]) + accuracy = metrics.accuracy_score(target_label, pred_label) + else: + raise NotImplementedError + return accuracy, precision, recall, fscore, auc_score + +def mae(prediction, target): + return torch.mean(torch.abs(target - prediction)) + +def mse(prediction, target): + return torch.mean((target - prediction)**2) \ No newline at end of file diff --git a/adavaria/mlband/config.py b/adavaria/mlband/config.py new file mode 100644 index 00000000..368112df --- /dev/null +++ b/adavaria/mlband/config.py @@ -0,0 +1,134 @@ +import torch +# import os +from pathlib import Path +import warnings + + +class Config: + def __init__(self, data_path, disable_cuda=True, workers=0, epochs=30, + batch_size=64, learning_rate=0.01, lr_milestones=None, momentum=0.9, + weight_decay=0, print_freq=10, resume='', train_ratio=None, + train_size=None, val_ratio=0.1, val_size=None, test_ratio=0.1, + test_size=None, optim='Adam', atom_fea_len=64, h_fea_len=128, + n_conv=3, n_h=1, task='regression', + results_dir='./results', + original_features=False, + discrete_columns=None, + continuous_columns=None, + start_epoch=0, + ): + """ + data_path: str (path to data), e.g. './data/mp/' + disable_cuda: bool (disable cuda), default: True + workers: int (number of workers for data loader), default: 0 + epochs: int (number of epochs to train), default: 30 + batch_size: int (batch size for training and prediction), default: 128 + learning_rate: float (initial learning rate), default: 0.01 + lr_milestones: list of int (epochs to decrease learning rate), default: [100] + momentum: float (SGD momentum), default: 0.9 + weight_decay: float (weight decay), default: 0 + print_freq: int (frequency of printing training status per batch), default: 10 + resume: str (path to checkpoint) + train_ratio: float (ratio of training set), default: None + train_size: int (size of training set), default: None + val_ratio: float (ratio of validation set), default: 0.1 + val_size: int (size of validation set), default: None + test_ratio: float (ratio of test set), default: 0.1 + test_size: int (size of test set), default: None + optim: str (optimizer, SGD or Adam), default: Adam + atom_fea_len: int (length of atom feature vector), default: 64 + h_fea_len: int (length of hidden vector), default: 128 + n_conv: int (number of convolutional layers), default: 3 + n_h: int (number of hidden layers), default: 1 + task: str (regression or classification), default: regression + start_epoch: int (start epoch for training), default: 0 + + results_dir: str (path to save results), default: './results' + """ + if lr_milestones is None: + lr_milestones = [100] + + self.data_path = data_path + self.disable_cuda = disable_cuda + self.cuda = not self.disable_cuda and torch.cuda.is_available() + self.workers = workers + self.epochs = epochs + self.batch_size = batch_size + self.learning_rate = learning_rate + self.lr_milestones = lr_milestones + self.momentum = momentum + self.weight_decay = weight_decay + self.print_freq = print_freq + self.resume = resume + self.train_ratio = train_ratio if train_ratio is not None else 1 - val_ratio - test_ratio + self.train_size = train_size + self.val_ratio = val_ratio + self.val_size = val_size + self.test_ratio = test_ratio + self.test_size = test_size + self.optim = optim + self.atom_fea_len = atom_fea_len + self.h_fea_len = h_fea_len + self.n_conv = n_conv + self.n_h = n_h + self.task = task + self.results_dir = Path(results_dir) + # Make sure the results_dir exists + self.results_dir.mkdir(parents=True, exist_ok=True) + self.original_features = original_features + self.discrete_columns = discrete_columns + self.continuous_columns = continuous_columns + self.start_epoch = start_epoch + + + def generate_args(self, absolute_path=True): + # args = [self.data_path] + args = [Path(self.data_path).absolute().__str__() if + absolute_path else self.data_path.__str__()] + if self.disable_cuda: + args.append('--disable-cuda') + args.extend(['--workers', str(self.workers), + '--epochs', str(self.epochs), + '--batch-size', str(self.batch_size), + '--lr', str(self.learning_rate), + '--lr-milestones'] + [str(milestone) for milestone in self.lr_milestones]) + args.extend(['--momentum', str(self.momentum), + '--weight-decay', str(self.weight_decay), + '--print-freq', str(self.print_freq), + '--resume', self.resume, + '--optim', self.optim, + '--atom-fea-len', str(self.atom_fea_len), + '--h-fea-len', str(self.h_fea_len), + '--n-conv', str(self.n_conv), + '--n-h', str(self.n_h), + '--task', self.task]) + + if self.train_ratio is not None: + args.extend(['--train-ratio', str(self.train_ratio)]) + elif self.train_size is not None: + args.extend(['--train-size', str(self.train_size)]) + + if self.val_ratio is not None: + args.extend(['--val-ratio', str(self.val_ratio)]) + elif self.val_size is not None: + args.extend(['--val-size', str(self.val_size)]) + + if self.test_ratio is not None: + args.extend(['--test-ratio', str(self.test_ratio)]) + elif self.test_size is not None: + args.extend(['--test-size', str(self.test_size)]) + + return args + + + # def load_default_model(self): + # path = Path(__file__).parent / 'pretrained_model' + # self.results_dir = path + + + +if __name__ == '__main__': + print('Testing Config...') + args_t = Config('./data/mp/') + print(args_t.generate_args()) + print('Done!') diff --git a/adavaria/mlband/data.py b/adavaria/mlband/data.py new file mode 100644 index 00000000..52ad14de --- /dev/null +++ b/adavaria/mlband/data.py @@ -0,0 +1,85 @@ +import numpy as np + +import mlband.mp as MP +from pathlib import Path +import pandas as pd + + +# elem_embedding_file='cgcnn/data/sample-regression/atom_init.json' + +def get_list_of_materials(filter_data=True, num_chunks=1): + fields = ['material_id', 'composition', 'band_gap', 'structure'] + data = MP.mpr.materials.summary.search( + # chemsys="Si-O", + fields=fields, + chunk_size=1000, + num_chunks=num_chunks, + ) + + df = pd.DataFrame({ + 'material_id': [doc.material_id.__str__() for doc in data], + 'band_gap': [doc.band_gap for doc in data], + 'structure': [doc.structure for doc in data], + }) + # df = df[fields] + + if filter_data: + # Checking the missing values + ind = ~(df['band_gap'] >= 0) + print('Number of missing values: ', np.sum(ind)) + # Drop the missing values + df = df.loc[~ind, :] + # Reset the index + df.reset_index(drop=True, inplace=True) + + return df, data + + +def create_dataset(df, path='data/cif_files'): + path = Path(path) + path.mkdir(parents=True, exist_ok=True) + for _, row in df.iterrows(): + structure = row['structure'] + material_id = row['material_id'] + # composition = row['composition'] + # band_gap = row['band_gap'] + filename = path / f'{material_id}.cif' + writer = MP.CifWriter(structure) + writer.write_file(filename) + # print(f'Crystal structure {i+1} of {len(df)} written to {filename}.') + + df[['material_id', 'band_gap']].to_csv(path / 'id_prop.csv', index=False, header=False) + # import shutil + # shutil.copy(elem_embedding_file, path / 'atom_init.json') + + +def get_data_loaders(args): + from .cgcnn.data import CIFData, collate_pool, get_train_val_test_loader + dataset = CIFData(args.data_path) + collate_fn = collate_pool + train_loader, val_loader, test_loader = get_train_val_test_loader( + dataset=dataset, + collate_fn=collate_fn, + batch_size=args.batch_size, + train_ratio=args.train_ratio, + num_workers=args.workers, + val_ratio=args.val_ratio, + test_ratio=args.test_ratio, + pin_memory=args.cuda, + train_size=args.train_size, + val_size=args.val_size, + test_size=args.test_size, + return_test=True) + return train_loader, val_loader, test_loader + + +def get_data_loader(args): + from .cgcnn.data import CIFData, collate_pool, DataLoader + dataset = CIFData(args.data_path) + collate_fn = collate_pool + + data_loader = DataLoader(dataset, batch_size=args.batch_size, shuffle=True, + num_workers=args.workers, collate_fn=collate_fn, + pin_memory=args.cuda) + + return data_loader \ No newline at end of file diff --git a/adavaria/mlband/features.py b/adavaria/mlband/features.py new file mode 100644 index 00000000..72e899d2 --- /dev/null +++ b/adavaria/mlband/features.py @@ -0,0 +1,83 @@ +from .imports import * +from . import magpie + +pt = magpie.get_magpie_data() + + +def one_hot_encode_elements(config=None, discrete_columns=None, continuous_columns=None, n_bins=10, filename=None): + """ + One-hot encodes the elements. To get the list of available features, use the get_available_features() function. + + Parameters + ---------- + config : Config + The configuration object. + discrete_columns : list of str + A list of column names that contain discrete values. + continuous_columns : list of str + A list of column names that contain continuous values. + n_bins : int + The number of bins to use when binning continuous values. + filename : str + The name of the file to save the one-hot encoding dictionary to. + """ + df = pt + if config is not None: + if config.original_features: + import shutil + # shutil.copy('mlband/atom_init.json', config.data_path) + json_file = Path(Path(__file__).parent, 'atom_init.json') + shutil.copy(json_file, config.data_path) + # read the json file + import json + with open(json_file) as f: + data = json.load(f) + return data, 'original_features' + filename = Path(config.data_path) / 'atom_init.json' + discrete_columns = config.discrete_columns + continuous_columns = config.continuous_columns + + if discrete_columns is None: + discrete_columns = [] + if continuous_columns is None: + continuous_columns = [] + + encoded_df = pd.DataFrame() + + # One-hot encode discrete variables + for col in discrete_columns: + encoded_df = pd.concat([encoded_df, pd.get_dummies(df[col], prefix=col)], axis=1) + + # Bin and one-hot encode continuous variables + for col in continuous_columns: + bin_labels = [f"{col}_bin_{i}" for i in range(n_bins)] + df[col + '_binned'] = pd.cut(df[col], bins=n_bins, labels=bin_labels) + encoded_df = pd.concat([encoded_df, pd.get_dummies(df[col + '_binned'])], axis=1) + + # Create a dictionary with atomic numbers as keys and one-hot encoded features as values + element_encoding = {str(row['atomic number']): encoded_df.iloc[idx].tolist() + for idx, row in df.iterrows()} + # Converting T/F to 1/0 + element_encoding = {key: [int(i) for i in value] for key, value in element_encoding.items()} + + # Create a dictionary for feature names + feature_names = {str(i): name for i, name in enumerate(encoded_df.columns)} + + if filename is not None: + import json + # Save the one-hot encoding dictionary as JSON + with open(filename, 'w') as json_file: + json.dump(element_encoding, json_file) + + return element_encoding, feature_names + + +def get_available_features(): + """ + Returns a list of available features. + """ + return list(pt.columns)[1:] + + +if __name__ == '__main__': + print(get_available_features()) diff --git a/adavaria/mlband/imports.py b/adavaria/mlband/imports.py new file mode 100644 index 00000000..c6ebfaa8 --- /dev/null +++ b/adavaria/mlband/imports.py @@ -0,0 +1,13 @@ +import pandas as pd +import warnings +import numpy as np +from . import plot_formatter +import importlib +from pathlib import Path +import random +import sys +import os +import matplotlib.pyplot as plt +import csv + +pd.options.plotting.backend = 'matplotlib' diff --git a/adavaria/mlband/magpie.py b/adavaria/mlband/magpie.py new file mode 100644 index 00000000..afcc362e --- /dev/null +++ b/adavaria/mlband/magpie.py @@ -0,0 +1,62 @@ +from .imports import * + + +# Data table: https://github.com/ramv2/magpie_python/tree/master/lookup-data + + +def prepare_data(): + from matminer.utils.data import MagpieData + + mag = pd.DataFrame(MagpieData().all_elemental_props).reset_index().rename(columns={'index': 'symbol'}) + mag['atomic number'] = np.arange(1, len(mag) + 1).astype(int) + mag.set_index('atomic number', inplace=True) + # mag['atomic number'] = np.arange(1, len(mag) + 1).astype(int) + + # makedirs(Path('Data', 'magpie'), exist_ok=True) + mag.to_csv(Path(Path(__file__).parent, 'magpie_data.csv'), index=False) + return mag + + +def get_periodic_table(): + from pymatgen.core.periodic_table import Element + + # Retrieve all elements from the periodic table provided by pymatgen + elements = [Element.from_Z(i) for i in range(1, 119)] + + # Define rare earth elements (Sc, Y, and lanthanides), these element get 0 as their group number + rare_earths = [21, 39] + list(range(57, 72)) # Atomic numbers for Sc, Y, and lanthanides + + # Extract the properties of each element into a DataFrame + df = pd.DataFrame({ + 'symbol': [e.symbol for e in elements], + 'atomic number': [e.Z for e in elements], + 'atomic mass': [e.atomic_mass for e in elements], + # 'group': [e.group for e in elements], + 'group': [0 if e.Z in rare_earths else e.group for e in elements], + 'period': [e.row for e in elements] # 'row' attribute corresponds to the period + }) + return df + + +def get_magpie_data(fill_missing=True): + filename = Path(Path(__file__).parent, 'magpie_data.csv') + if not filename.exists(): + df = prepare_data() + else: + df = pd.read_csv(filename) + + if fill_missing: + # Replace NaN with 0 + df = df.fillna(0) + + pt = get_periodic_table() + + # Merge the two DataFrames + df = pt.merge(df, on=['symbol'], how='inner') + return df + + +if __name__ == '__main__': + data = prepare_data() + get_magpie_data() + pass diff --git a/adavaria/mlband/magpie_data.csv b/adavaria/mlband/magpie_data.csv new file mode 100644 index 00000000..46af6b17 --- /dev/null +++ b/adavaria/mlband/magpie_data.csv @@ -0,0 +1,119 @@ 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+Lv,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,, +Ts,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,, +Og,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,, diff --git a/adavaria/mlband/main.py b/adavaria/mlband/main.py new file mode 100644 index 00000000..27250089 --- /dev/null +++ b/adavaria/mlband/main.py @@ -0,0 +1,37 @@ +from mlband.imports import * +import mlband.data +import mlband.config +import mlband.model +import mlband.features + + +def main(num_chunks=1): + data_set_path = 'data/mp-test-2/' + results_dir = 'results/test-2/' + + print('Preparing the config...', flush=True) + config = mlband.config.Config( + data_path=data_set_path, + workers=4, + results_dir=results_dir, + original_features=True, + ) + + print('Downloading the data from MP...' ,flush=True) + df, data = mlband.data.get_list_of_materials(num_chunks=1) + + print('Creating the dataset...', flush=True) + mlband.data.create_dataset(df=df, path=data_set_path) + + print('Creating the physical features...', flush=True) + mlband.features.one_hot_encode_elements(config) + + print('Creating and training the model...', flush=True) + mlband.model.train(config) + + print('Evaluating the training set...', flush=True) + mlband.model.evaluate_model(config) + + +if __name__ == '__main__': + main() diff --git a/adavaria/mlband/model.py b/adavaria/mlband/model.py new file mode 100644 index 00000000..fd254bbd --- /dev/null +++ b/adavaria/mlband/model.py @@ -0,0 +1,271 @@ +from .imports import * +import subprocess +import mlband.data +import torch +import torch.nn as nn +from . import utility + + +# cgcnn_path = Path('./cgcnn/').absolute().__str__() +# if cgcnn_path not in sys.path: +# sys.path.append(cgcnn_path) + + +def train_by_original_code(config, ignore_warnings=True): + """ + Training the model. Usage example: + config = Config(epochs=50, learning_rate=0.005, batch_size=128) + train(config) + + When using this function, cgccn must be cloned in the parent directory of mlband. + git clone https://github.com/txie-93/cgcnn.git + """ + print('Training the model...') + results_dir = config.results_dir + if not os.path.exists(results_dir): + os.makedirs(results_dir) + + # Add the cgcnn path to the system path + cgcnn_path = Path('./cgcnn/').absolute().__str__() + if cgcnn_path not in sys.path: + sys.path.append(cgcnn_path) + + # ignore warnings + if ignore_warnings: + os.environ['PYTHONWARNINGS'] = "ignore" + + # Define the command and arguments + # script_path = Path('./cgcnn/main.py').absolute().__str__() + # script_path based on the relative path of this file + script_path = Path(__file__).parent / 'cgcnn' / 'main.py' + args = config.generate_args() + command = ['python', script_path] + args + + # Start the process + process = subprocess.Popen(command, stdout=subprocess.PIPE, stderr=subprocess.STDOUT, text=True, cwd=results_dir) + + # Continuously showing the output + while True: + output = process.stdout.readline() + if not output and process.poll() is not None: + break + if output: + print(output.strip()) + + # Close the stdout and waiting for the process to terminate + process.stdout.close() + return_code = process.wait() # Capture the return code of the process + + # Check if the subprocess was successful + if return_code != 0: + raise Exception(f"Subprocess failed with return code {return_code}") + + print('Training and test evaluation completed!') + + +def train(config, ignore_warnings=True): + """ + Training the model. Usage example: + config = Config(epochs=50, learning_rate=0.005, batch_size=128) + train(config) + """ + print('Training the model...') + args = config + results_dir = config.results_dir + Path(results_dir).mkdir(parents=True, exist_ok=True) + + if args.task == 'regression': + best_mae_error = 1e10 + else: + best_mae_error = 0. + + train_loader, val_loader, test_loader = mlband.data.get_data_loaders(config) + normalizer = get_normalizer(config) + model = get_cgcnn_model(config) + criterion = nn.MSELoss() + optimizer = get_optimizer(config, model) + from torch.optim.lr_scheduler import MultiStepLR + scheduler = MultiStepLR(optimizer, milestones=args.lr_milestones, + gamma=0.1) + # Train the model + for epoch in range(args.start_epoch, args.epochs): + from .cgcnn.train import train_epoch, validate, save_checkpoint + # train for one epoch + train_epoch(config, train_loader, model, criterion, optimizer, epoch, normalizer) + + # evaluate on validation set + mae_error = validate(config, val_loader, model, criterion, normalizer) + + if mae_error != mae_error: + print('Exit due to NaN') + sys.exit(1) + + scheduler.step() + + # remember the best mae_eror and save checkpoint + if args.task == 'regression': + is_best = mae_error < best_mae_error + best_mae_error = min(mae_error, best_mae_error) + else: + is_best = mae_error > best_mae_error + best_mae_error = max(mae_error, best_mae_error) + save_checkpoint({ + 'epoch': epoch + 1, + 'state_dict': model.state_dict(), + 'best_mae_error': best_mae_error, + 'optimizer': optimizer.state_dict(), + 'normalizer': normalizer.state_dict(), + 'args': vars(args) + }, is_best, cd=results_dir) + + print('Training and test evaluation completed!') + + +def get_cgcnn_model(args, + orig_atom_fea_len=None, + nbr_fea_len=None, + atom_fea_len=None, + n_conv=None, + h_fea_len=None, + n_h=None, + ): + from .cgcnn.data import CIFData + from .cgcnn.model import CrystalGraphConvNet + + if orig_atom_fea_len is None or nbr_fea_len is None: + dataset = CIFData(args.data_path) + with utility.mute_warnings(): + structures, _, _ = dataset[0] + orig_atom_fea_len = structures[0].shape[-1] + nbr_fea_len = structures[1].shape[-1] + + model = CrystalGraphConvNet(orig_atom_fea_len, nbr_fea_len, + atom_fea_len=atom_fea_len or args.atom_fea_len, + n_conv=n_conv or args.n_conv, + h_fea_len=h_fea_len or args.h_fea_len, + n_h=n_h or args.n_h, + classification=False) + if args.cuda: + model.cuda() + return model + + +def get_normalizer(config, ignore_warnings=True): + from .cgcnn.data import CIFData, collate_pool + from .cgcnn.utility import Normalizer + from random import sample + + dataset = CIFData(config.data_path) + + with utility.mute_warnings(enabled=ignore_warnings): + if len(dataset) < 500: + warnings.warn('Dataset has less than 500 data points. ' + 'Lower accuracy is expected. ') + sample_data_list = [dataset[i] for i in range(len(dataset))] + else: + sample_data_list = [dataset[i] for i in + sample(range(len(dataset)), 500)] + _, sample_target, _ = collate_pool(sample_data_list) + normalizer = Normalizer(sample_target) + return normalizer + + +def load_model(config, orig_atom_fea_len=None, nbr_fea_len=None,): + from .cgcnn.utility import Normalizer + # Load the model + best_checkpoint = torch.load(config.results_dir / 'model_best.pth.tar') + model = get_cgcnn_model(config, orig_atom_fea_len=orig_atom_fea_len, nbr_fea_len=nbr_fea_len) + model.load_state_dict(best_checkpoint['state_dict']) + normalizer = Normalizer(torch.zeros(3)) + normalizer.load_state_dict(best_checkpoint['normalizer']) + return model, normalizer + + +def evaluate_model(config): + # Gettting the data loaders + train_loader, val_loader, test_loader = mlband.data.get_data_loaders(config) + + # # Load the model + # best_checkpoint = torch.load(config.results_dir/'model_best.pth.tar') + # model = get_cgcnn_model(config) + # model.load_state_dict(best_checkpoint['state_dict']) + # normalizer = utility.Normalizer(torch.zeros(3)) + # normalizer.load_state_dict(best_checkpoint['normalizer']) + # # criterion = nn.MSELoss() + model, normalizer = load_model(config) + + # Evaluate the model + for loader, name in zip([train_loader, val_loader, test_loader], ['train', 'val', 'test']): + print('Evaluating the {} set...'.format(name)) + output_filename = os.path.join(config.results_dir, 'predictions_{}.csv'.format(name)) + df = predict_model(loader, model, normalizer, output_filename=output_filename) + # print mse + import sklearn.metrics + mse = sklearn.metrics.mean_squared_error(df['True_Label'], df['Prediction']) + mae = sklearn.metrics.mean_absolute_error(df['True_Label'], df['Prediction']) + print(f'MSE for {name} set: {mse:.4f}') + print(f'MAE for {name} set: {mae:.4f}') + + +def predict_model(loader, model, normalizer, output_filename=None, mute_warnings=True): + model.eval() # Set the model to evaluation mode + predictions = [] + true_labels = [] + ids = [] + + with torch.no_grad(), utility.mute_warnings(enabled=mute_warnings): + for i, (inp, labels, batch_ids) in enumerate(loader): + # Assuming your model and data are on the same device (CPU or CUDA) + input_var = (inp[0], inp[1], inp[2], inp[3]) + + # Compute output + output = model(*input_var) + denormed_output = normalizer.denorm(output.cpu()) + + predictions.extend(denormed_output.view(-1).tolist()) + # Convert labels to scalar values + if labels.dim() > 0: + true_labels.extend(labels.squeeze().tolist()) + else: + true_labels.append(labels.item()) + ids.extend(batch_ids) # Assuming batch_ids is a list or similar + + df = pd.DataFrame({ + 'ID': ids, + 'True_Label': true_labels, + 'Prediction': predictions + }) + if output_filename is not None: + # Save the predictions, true labels, and IDs to a CSV file + print('Saving the predictions to {}'.format(output_filename)) + df.to_csv(output_filename, index=False) + return df + + +def get_optimizer(config, model): + import torch.optim as optim + args = config + if args.optim == 'SGD': + optimizer = optim.SGD(model.parameters(), args.learning_rate, + momentum=args.momentum, + weight_decay=args.weight_decay) + elif args.optim == 'Adam': + optimizer = optim.Adam(model.parameters(), args.learning_rate, + weight_decay=args.weight_decay) + else: + raise NotImplementedError + + return optimizer + + +def predict(data_path, config=None, model=None, normalizer=None): + if config is None: + from .config import Config + model_dir = Path(__file__).parent / 'pretrained_model' + config = Config(data_path=data_path, results_dir=model_dir) + + data_loader = mlband.data.get_data_loader(config) + if model is None or normalizer is None: + model, normalizer = load_model(config) + df = predict_model(data_loader, model, normalizer) + return df diff --git a/adavaria/mlband/mp.py b/adavaria/mlband/mp.py new file mode 100644 index 00000000..f5e1e3fb --- /dev/null +++ b/adavaria/mlband/mp.py @@ -0,0 +1,24 @@ +import pandas as pd +import warnings +from pymatgen.io.cif import CifWriter + + +def get_mp_api_connector(): + from mp_api.client import MPRester + api_key = 'pJmFwIk6qWCnMwEuGvzwLBT1qfdPpElH' + return MPRester(api_key) + + +mpr = None +try: + mpr = get_mp_api_connector() +except: + warnings.warn('Could not connect to MP API.') + pass + + +def mp_summary_to_df(data, drop_fields_not_requested=True): + df = pd.DataFrame([doc.dict() for doc in data]) + if drop_fields_not_requested: + df.drop(columns=['fields_not_requested'], inplace=True) + return df diff --git a/adavaria/mlband/plot_formatter.py b/adavaria/mlband/plot_formatter.py new file mode 100644 index 00000000..a94e4d44 --- /dev/null +++ b/adavaria/mlband/plot_formatter.py @@ -0,0 +1,61 @@ +# plot_formatting.py +import matplotlib.pyplot as plt +import matplotlib +# import seaborn as sns +import pandas as pd + +# Defining all the parameters for the plots +font_size = 9 +golden_ratio = (5 ** .5 - 1) / 2 +mm_to_inch = 0.0393701 +one_column = 90 * mm_to_inch +two_column = 190 * mm_to_inch + +figsize = { + 'one_column': (one_column, one_column * golden_ratio), + 'two_column': (two_column, two_column * golden_ratio), + 'one_column_square': (one_column, one_column), + 'two_column_square': (two_column, two_column), + 'one_column_wide': (one_column, one_column * golden_ratio * 2), + 'two_column_wide': (two_column, two_column * golden_ratio * 2), +} +figsize['default'] = figsize['one_column'] + +# Assigning the parameters to the matplotlib and seaborn +params = { + "legend.fontsize": font_size, + "xtick.labelsize": font_size, + "ytick.labelsize": font_size, + 'font.size': font_size, + 'axes.labelsize': font_size, + 'axes.titlesize': font_size + 1, + 'grid.color': 'silver', + 'grid.linestyle': '--', + 'grid.linewidth': 1, + 'grid.alpha': 0.45, + 'axes.grid': False, + 'xtick.bottom': True, + 'ytick.left': True, +} +matplotlib.rcParams.update(params) + +plt.rcParams['xtick.bottom'] = True # Show x-axis ticks at the bottom +plt.rcParams['ytick.left'] = True # Show y-axis ticks on the left + +matplotlib.rc('font', family='sans-serif') +matplotlib.rc('font', serif='Helvetica') +matplotlib.rc('text', usetex='false') +matplotlib.rcParams['svg.fonttype'] = 'none' +matplotlib.rcParams['pdf.fonttype'] = 42 +matplotlib.rcParams['ps.fonttype'] = 42 +matplotlib.rcParams['lines.linewidth'] = 2 +matplotlib.rcParams['axes.titlesize'] = font_size + 1 + +# # Update the parameters for tick labels format to be comma separated +# plt.rcParams['axes.formatter.use_locale'] = True +# plt.rcParams['axes.formatter.use_mathtext'] = True + +plt.rcParams['figure.figsize'] = figsize['default'] +plt.rcParams['figure.dpi'] = 100 +plt.rcParams['savefig.dpi'] = 600 +plt.rcParams['savefig.bbox'] = 'tight' diff --git a/adavaria/mlband/pretrained_model/checkpoint.pth.tar b/adavaria/mlband/pretrained_model/checkpoint.pth.tar new file mode 100644 index 00000000..f802c0b0 Binary files /dev/null and b/adavaria/mlband/pretrained_model/checkpoint.pth.tar differ diff --git a/adavaria/mlband/pretrained_model/model_best.pth.tar b/adavaria/mlband/pretrained_model/model_best.pth.tar new file mode 100644 index 00000000..efb5d6c6 Binary files /dev/null and b/adavaria/mlband/pretrained_model/model_best.pth.tar differ diff --git a/adavaria/mlband/pretrained_model/predictions_test.csv b/adavaria/mlband/pretrained_model/predictions_test.csv new file mode 100644 index 00000000..e7757aef --- /dev/null +++ b/adavaria/mlband/pretrained_model/predictions_test.csv @@ -0,0 +1,4000 @@ +ID,True_Label,Prediction +mp-9937,0.0,-0.052762627601623535 +mp-1172967,0.0,0.14050579071044922 +mp-982366,2.5125999450683594,1.816474437713623 +mp-1175038,0.0,0.35274529457092285 +mp-768127,3.1252999305725098,2.3006486892700195 +mp-1228306,0.0,0.2259555459022522 +mp-1033568,0.0,-0.0077468156814575195 +mp-1219284,2.574899911880493,1.5716814994812012 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00000000..519eb989 --- /dev/null +++ b/adavaria/mlband/utility.py @@ -0,0 +1,102 @@ +import torch +import contextlib + + +# class Normalizer(object): +# """ +# Normalize a Tensor and restore it later. +# Taken from: https://github.com/txie-93/cgcnn +# """ + +# def __init__(self, tensor=torch.zeros(3)): +# """tensor is taken as a sample to calculate the mean and std""" +# self.mean = torch.mean(tensor) +# self.std = torch.std(tensor) + +# def norm(self, tensor): +# """Normalize a tensor""" +# return (tensor - self.mean) / self.std + +# def denorm(self, normed_tensor): +# """Denormalize a normalized tensor""" +# return normed_tensor * self.std + self.mean + +# def state_dict(self): +# """Returns a dictionary containing a whole state of the module.""" +# return {'mean': self.mean, +# 'std': self.std} + +# def load_state_dict(self, state_dict): +# """Loads a state dict.""" +# self.mean = state_dict['mean'] +# self.std = state_dict['std'] +# return self + + +# class AverageMeter(object): +# """ +# Computes and stores the average and current value. +# Taken from: https://github.com/txie-93/cgcnn +# """ + +# def __init__(self): +# self.reset() + +# def reset(self): +# self.val = 0 +# self.avg = 0 +# self.sum = 0 +# self.count = 0 + +# def update(self, val, n=1): +# self.val = val +# self.sum += val * n +# self.count += n +# self.avg = self.sum / self.count + + +@contextlib.contextmanager +def mute_warnings(enabled=True): + """ + A context manager that temporarily suppresses warnings. + Usage: + with mute_warnings(): + warnings.warn('This will not be printed') + """ + import warnings + if enabled: + with warnings.catch_warnings(): + warnings.simplefilter("ignore") + + # Add this block to configure logging for the pint library + import logging + pint_logger = logging.getLogger('pint') + previous_level = pint_logger.getEffectiveLevel() + pint_logger.setLevel(logging.ERROR) + + yield + + pint_logger.setLevel(previous_level) # Reset the logging level + else: + yield + +def mae(prediction, target): + return torch.mean(torch.abs(target - prediction)) + +def mse(prediction, target): + return torch.mean((target - prediction)**2) + +# def adjust_learning_rate(optimizer, epoch, k, lr): +# """Sets the learning rate to the initial LR decayed by 10 every k epochs""" +# assert type(k) is int +# lr = lr * (0.1 ** (epoch // k)) +# for param_group in optimizer.param_groups: +# param_group['lr'] = lr + +# def save_checkpoint(state, is_best, filename='checkpoint.pth.tar'): +# """Saves checkpoint to disk""" +# torch.save(state, filename) +# if is_best: +# import shutil +# shutil.copyfile(filename, 'model_best.pth.tar') + diff --git a/adavaria/setup.py b/adavaria/setup.py new file mode 100644 index 00000000..a607b66c --- /dev/null +++ b/adavaria/setup.py @@ -0,0 +1,25 @@ +from setuptools import setup, find_packages +import os +from pathlib import Path + + +def package_files(directory, pattern='**/*'): + paths = [] + for filepath in Path(directory).glob(pattern): + if filepath.is_file(): + paths.append(str(filepath.relative_to(directory))) + return paths + +setup( + name='mlband', + version=0.01, + packages=find_packages(), + package_data={ + # 'mlband': ['atom_init.json', 'magpie_data.csv'], + 'mlband': ['pretrained_model/*', 'atom_init.json', 'magpie_data.csv'], + }, + author='Ali Davariashtiyani', + author_email='a.davari871@gmail.com', + description='CGCNN for band gap prediction', + # python_requires='>=3.', +) \ No newline at end of file diff --git a/adavaria/train_cgcnn.ipynb b/adavaria/train_cgcnn.ipynb new file mode 100644 index 00000000..e2dd55f0 --- /dev/null +++ b/adavaria/train_cgcnn.ipynb @@ -0,0 +1,476 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "from mlband.imports import *\n", + "import mlband.data\n", + "import mlband.config\n", + "import mlband.model\n", + "import mlband.features" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Preparing the config...\n" + ] + } + ], + "source": [ + "data_set_path = 'data/mp-test-2/'\n", + "results_dir = 'results/test-2/'\n", + "\n", + "print('Preparing the config...', flush=True)\n", + "config = mlband.config.Config(\n", + " data_path=data_set_path, \n", + " workers=4, \n", + " results_dir=results_dir,\n", + " original_features=True,\n", + " print_freq=100,\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading the data from MP...\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "f72a750e356046d5889a6a20c2e52239", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Retrieving SummaryDoc documents: 0%| | 0/40000 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + 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IDTrue_LabelPrediction
0mp-99370.0000-0.052763
1mp-11729670.00000.140506
2mp-9823662.51261.816474
3mp-11750380.00000.352745
4mp-7681273.12532.300649
............
3994mp-83993.28591.227919
3995mp-11121092.25731.406988
3996mp-10211620.00000.039211
3997mp-10626761.31460.079352
3998mp-11872820.0000-0.043594
\n", + "

3999 rows × 3 columns

\n", + "" + ], + "text/plain": [ + " ID True_Label Prediction\n", + "0 mp-9937 0.0000 -0.052763\n", + "1 mp-1172967 0.0000 0.140506\n", + "2 mp-982366 2.5126 1.816474\n", + "3 mp-1175038 0.0000 0.352745\n", + "4 mp-768127 3.1253 2.300649\n", + "... ... ... ...\n", + "3994 mp-8399 3.2859 1.227919\n", + "3995 mp-1112109 2.2573 1.406988\n", + "3996 mp-1021162 0.0000 0.039211\n", + "3997 mp-1062676 1.3146 0.079352\n", + "3998 mp-1187282 0.0000 -0.043594\n", + "\n", + "[3999 rows x 3 columns]" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.read_csv(config.results_dir / 'predictions_test.csv')\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "0.44878078555627543" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Plot the predicted vs target values parity plot\n", + "import matplotlib.pyplot as plt\n", + "\n", + "plt.scatter(df['True_Label'], df['Prediction'], alpha=0.25)\n", + "plt.xlabel('target')\n", + "plt.ylabel('predicted')\n", + "\n", + "x = np.linspace(-1, 7, 6)\n", + "y = x\n", + "plt.plot(x, y, '-r', label='parity')\n", + "\n", + "plt.show()\n", + "\n", + "# pring the mean absolute error\n", + "from sklearn.metrics import mean_absolute_error\n", + "\n", + "mean_absolute_error(df['True_Label'], df['Prediction'])" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "cgcnn", + "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": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/packages.txt b/packages.txt new file mode 100644 index 00000000..c33ad1db --- /dev/null +++ b/packages.txt @@ -0,0 +1,259 @@ +Package Version +--------------------------------- ----------- +absl-py 1.4.0 +aflow-ml 2.0 +anyio 3.6.2 +appnope 0.1.3 +argon2-cffi 21.3.0 +argon2-cffi-bindings 21.2.0 +arrow 1.2.3 +ase 3.22.1 +asttokens 2.2.1 +astunparse 1.6.3 +attrs 22.2.0 +autopep8 2.0.2 +Babel 2.12.1 +backcall 0.2.0 +backports.functools-lru-cache 1.6.4 +beautifulsoup4 4.12.2 +black 23.3.0 +bleach 6.0.0 +bokeh 3.1.0 +boltons 23.0.0 +bravado 11.0.3 +bravado-core 5.17.1 +brotlipy 0.7.0 +cached-property 1.5.2 +cachetools 5.3.0 +certifi 2023.7.22 +cffi 1.15.1 +charset-normalizer 3.1.0 +cif2cell 2.0.0a3 +click 8.1.3 +colorama 0.4.6 +comm 0.1.3 +contourpy 1.0.7 +cryptography 40.0.2 +cssselect 1.2.0 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