{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Multi-objective optimization with achievement scalarizing functions\n", "\n", "Here we are going to a discrete optimization problem with multiple objectives. The experiment involves selecting fragments (A, B, and C) which are linked together to form a dye molecule. The molecules are then tested for emission." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import pandas as pd\n", "from scipy import stats\n", "import matplotlib.pyplot as plt\n", "import matplotlib\n", "%matplotlib inline\n", "import matplotlib.lines as mlines\n", "from matplotlib.colors import LinearSegmentedColormap, ListedColormap\n", "import seaborn as sns\n", "import os\n", "import sys\n", "import pickle\n", "from glob import glob\n", "\n", "from olympus import Surface\n", "from olympus.campaigns import ParameterSpace, Campaign\n", "from olympus.objects import ParameterContinuous\n", "from olympus.datasets import Dataset\n", "from atlas.planners.gp.planner import GPPlanner\n", "from atlas.unknown_constraints.benchmark_functions import BraninConstr\n", "\n", "sns.set(style='ticks', context='notebook', font_scale=1.2)\n", "from cmcrameri import cm\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The emission signature is characterized using spectroscopy, and we want to optimize multiple propertes:\n", " - Peak score: which is the integral in a wavelength region in the emission spectra (maximize);\n", " - Spectral overlap: which is the overlap between absorption and emission bands (minimize);\n", " - Fluorescence rate: rate of fluorescence (maximize)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "BUDGET = 200\n", "NUM_INIT_DESIGN = 10" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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       "                                                 Welcome to ATLAS!                                                 \n",
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                                                Made with 💕 in 🇨🇦                                                 \n",
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───────────────────────────── Initial design phase ─────────────────────────────\n",
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\n" ], "text/plain": [ "\u001b[38;2;5;166;251m───────────────────────────── Initial design phase ─────────────────────────────\u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "dataset = Dataset(kind='dye_lasers')\n", "\n", "campaign = Campaign()\n", "campaign.set_param_space(dataset.param_space)\n", "\n", "planner = GPPlanner(\n", " goal='minimize', # always use minimize if usign Hyparameter scalarizer\n", " is_moo=True, # flag the multi-objective optimization\n", " num_init_design=NUM_INIT_DESIGN,\n", " scalarizer_kind='Hypervolume',\n", " value_space=dataset.value_space,\n", " goals=['max', 'min', 'max'], # goals here for each individual measurement goal\n", ")\n", "planner.set_param_space(dataset.param_space)\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "iter_ = 0\n", "while len(campaign.observations.get_values()) < BUDGET: \n", "\n", " print(f'\\nITER : {iter_+1}/{BUDGET}\\n')\n", "\n", " samples = planner.recommend(campaign.observations)\n", "\n", " for sample in samples:\n", " measurement = dataset.run(sample, return_paramvector=True, noiseless=True)[0]\n", " print('SAMPLE : ', sample)\n", " print('MEASUREMENT : ', measurement)\n", " \n", " campaign.add_and_scalarize(sample, measurement, planner.scalarizer)\n", "\n", " iter_ += 1\n", "\n", "x0_col = campaign.observations.get_params()[:, 0]\n", "x1_col = campaign.observations.get_params()[:, 1]\n", "x2_col = campaign.observations.get_params()[:, 2]\n", "\n", "obj0_col = campaign.observations.get_values()[:, 0]\n", "obj1_col = campaign.observations.get_values()[:, 1]\n", "obj2_col = campaign.observations.get_values()[:, 2]\n", "\n", "scalar = campaign.scalarized_values.flatten()\n", "\n", "\n", "data = pd.DataFrame({\n", " 'frag_a': x0_col,\n", " 'frag_b': x1_col,\n", " 'frag_c': x2_col,\n", " 'peak_score': obj0_col,\n", " 'spectral_overlap': obj1_col,\n", " 'fluo_rate': obj2_col,\n", " 'scalar': scalar\n", "})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here we plot the results. Remember that we are scalarizing and optimizing the hypervolume, so the properties are not explicitly maximized, rather the combined score is. The traces of the optimization are shown below." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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frag_afrag_bfrag_cpeak_scorespectral_overlapfluo_ratescalar
0OB(O)c1ccnc(F)c1C[N+]12CC(=O)O[B-]1(c1sccc1Br)OC(=O)C2Brc1ccc2c(c1)C1(c3ccccc3-c3ccccc31)c1cc(Br)ccc1-20.7827390.1039270.4949310.536276
1OB(O)c1ccnc(-n2c3ccccc3c3ccccc32)c1C[N+]12CC(=O)O[B-]1(c1sccc1Br)OC(=O)C2Fc1cc(Br)c(F)cc1Br0.0098060.0431460.0033470.999962
2OB(O)c1cc(F)cc(F)c1C[N+]12CC(=O)O[B-]1(c1cc(I)cc(C(F)(F)F)c1)OC(=...Brc1ccc2nc3ccc(Br)cc3nc2c10.0060860.0037550.0012950.999991
3CC(C)(C)OC(=O)n1ccc2cc(B3OC(C)(C)C(C)(C)O3)ccc21C[N+]12CC(=O)O[B-]1(c1c(F)cccc1Br)OC(=O)C2Brc1ccc(Br)o10.1026460.1083020.3106150.962472
4OB(O)c1ccc(F)c2ccccc12C[N+]12CC(=O)O[B-]1(c1ccc(Br)cc1)OC(=O)C2C[Si](C)(c1ccc(Br)cc1)c1ccc(Br)cc10.0014990.2798191.1051980.999658
\n", "
" ], "text/plain": [ " frag_a \\\n", "0 OB(O)c1ccnc(F)c1 \n", "1 OB(O)c1ccnc(-n2c3ccccc3c3ccccc32)c1 \n", "2 OB(O)c1cc(F)cc(F)c1 \n", "3 CC(C)(C)OC(=O)n1ccc2cc(B3OC(C)(C)C(C)(C)O3)ccc21 \n", "4 OB(O)c1ccc(F)c2ccccc12 \n", "\n", " frag_b \\\n", "0 C[N+]12CC(=O)O[B-]1(c1sccc1Br)OC(=O)C2 \n", "1 C[N+]12CC(=O)O[B-]1(c1sccc1Br)OC(=O)C2 \n", "2 C[N+]12CC(=O)O[B-]1(c1cc(I)cc(C(F)(F)F)c1)OC(=... \n", "3 C[N+]12CC(=O)O[B-]1(c1c(F)cccc1Br)OC(=O)C2 \n", "4 C[N+]12CC(=O)O[B-]1(c1ccc(Br)cc1)OC(=O)C2 \n", "\n", " frag_c peak_score \\\n", "0 Brc1ccc2c(c1)C1(c3ccccc3-c3ccccc31)c1cc(Br)ccc1-2 0.782739 \n", "1 Fc1cc(Br)c(F)cc1Br 0.009806 \n", "2 Brc1ccc2nc3ccc(Br)cc3nc2c1 0.006086 \n", "3 Brc1ccc(Br)o1 0.102646 \n", "4 C[Si](C)(c1ccc(Br)cc1)c1ccc(Br)cc1 0.001499 \n", "\n", " spectral_overlap fluo_rate scalar \n", "0 0.103927 0.494931 0.536276 \n", "1 0.043146 0.003347 0.999962 \n", "2 0.003755 0.001295 0.999991 \n", "3 0.108302 0.310615 0.962472 \n", "4 0.279819 1.105198 0.999658 " ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.head()" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# process the dataset, get the best values\n", "data['best_peak_score'] = data['peak_score'].cummax()\n", "data['best_spectral_overlap'] = data['spectral_overlap'].cummin()\n", "data['best_fluo_rate'] = data['fluo_rate'].cummax()\n", "\n", "fig, axes = plt.subplots(1, 3, figsize=(12, 4))\n", "\n", "sns.lineplot(data=data, x=data.index, y='best_peak_score', ax=axes[0])\n", "axes[0].set_xlabel(r'# evaluations', fontsize=15)\n", "axes[0].set_ylabel(r'Peak score [a.u.]', fontsize=15)\n", "axes[0].set_title('Peak score (max)', fontsize=15)\n", "\n", "sns.lineplot(data=data, x=data.index, y='best_spectral_overlap', ax=axes[1], legend=False)\n", "axes[1].set_xlabel(r'# evaluations', fontsize=15)\n", "axes[1].set_ylabel(r'Spectral overlap [a.u.]', fontsize=15)\n", "axes[1].set_title('Spectral overlap (min)', fontsize=15)\n", "\n", "sns.lineplot(data=data, x=data.index, y='best_fluo_rate', ax=axes[2], legend=False)\n", "axes[2].set_xlabel(r'# evaluations', fontsize=15)\n", "axes[2].set_ylabel(r'Fluorescence rate [ns$^{-1}$]', fontsize=15)\n", "axes[2].set_title('Fluorescence rate (max)', fontsize=15)\n", "\n", "fig.tight_layout()" ] } ], "metadata": { "kernelspec": { "display_name": "atlas", "language": "python", "name": "atlas" }, "orig_nbformat": 4 }, "nbformat": 4, "nbformat_minor": 2 }