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"cells": [
{
"cell_type": "code",
"execution_count": 1,
"id": "b3fc205f",
"metadata": {},
"outputs": [],
"source": [
"%load_ext autoreload\n",
"%autoreload 2\n",
"\n",
"import os\n",
"from pathlib import Path\n",
"import Bio.PDB\n",
"\n",
"# TODO: make a proper package for interactive usage, will remove need for hack\n",
"try:\n",
" if CORRECT_DIR:\n",
" pass \n",
"except:\n",
" os.chdir(\"..\")\n",
"CORRECT_DIR = True\n",
"\n",
"from matplotlib import pyplot as plt\n",
" \n",
"from model import featurisers\n",
"from model.utils import common as common_utils\n",
"from model.factories import pairwise_predictor\n",
"from model.utils.cif2pdb import cif2pdb\n",
"\n",
"%matplotlib inline"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "e0c2ee6c",
"metadata": {},
"outputs": [],
"source": [
"PDB_FILE = \"scripts/example_files/AF-A0A1W2PQ64-F1-model_v4.pdb\"\n",
"CHAIN = \"A\""
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "62866b91",
"metadata": {},
"outputs": [],
"source": [
"model_structure = featurisers.get_model_structure(PDB_FILE)\n",
"model_structure_seq = featurisers.get_model_structure_sequence(model_structure, chain=CHAIN)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "92be9389",
"metadata": {},
"outputs": [],
"source": [
"def load_model(\n",
" model_dir: str,\n",
" remove_disordered_domain_threshold: float = 0.35,\n",
" min_ss_components: int = 2,\n",
" min_domain_length: int = 30,\n",
"):\n",
" config = common_utils.load_json(os.path.join(model_dir, \"config.json\"))\n",
" config[\"learner\"][\"remove_disordered_domain_threshold\"] = remove_disordered_domain_threshold\n",
" config[\"learner\"][\"post_process_domains\"] = True\n",
" config[\"learner\"][\"min_ss_components\"] = min_ss_components\n",
" config[\"learner\"][\"min_domain_length\"] = min_domain_length\n",
" learner = pairwise_predictor(config[\"learner\"], output_dir=model_dir)\n",
" learner.eval()\n",
" learner.load_checkpoints()\n",
" return learner\n",
"\n",
"model = load_model(\"weight/model_v3\", config_dir=\"conf/model_v3\")"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "a6cd8597",
"metadata": {},
"outputs": [],
"source": [
"x = featurisers.inference_time_create_features(\n",
" PDB_FILE,\n",
" chain=CHAIN,\n",
" secondary_structure=True,\n",
" renumber_pdbs=True,\n",
" model_structure=model_structure,\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "59b868a8",
"metadata": {},
"outputs": [],
"source": [
"A_hat, domain_dict, confidence_array = model.predict(x)"
]
},
{
"cell_type": "markdown",
"id": "a5ba3b4d",
"metadata": {},
"source": [
"## Inspect model outputs\n",
"\n",
"1. Soft domain adjacency matrix\n",
"2. Hard domain assignments\n",
"3. Confidence of prediction"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "c00b7160",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x147322610>"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.imshow(A_hat[0])"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "279df36c",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"{'domain_1': [6,\n",
" 7,\n",
" 8,\n",
" 9,\n",
" 10,\n",
" 11,\n",
" 12,\n",
" 13,\n",
" 14,\n",
" 15,\n",
" 16,\n",
" 17,\n",
" 18,\n",
" 19,\n",
" 20,\n",
" 21,\n",
" 22,\n",
" 23,\n",
" 24,\n",
" 25,\n",
" 26,\n",
" 27,\n",
" 28,\n",
" 29,\n",
" 30,\n",
" 31,\n",
" 32,\n",
" 33,\n",
" 34,\n",
" 35,\n",
" 36,\n",
" 37,\n",
" 38,\n",
" 39,\n",
" 94,\n",
" 95,\n",
" 96,\n",
" 97,\n",
" 98,\n",
" 99,\n",
" 100,\n",
" 101,\n",
" 102,\n",
" 103,\n",
" 104,\n",
" 105,\n",
" 106,\n",
" 107,\n",
" 108,\n",
" 109,\n",
" 110,\n",
" 111,\n",
" 112,\n",
" 113,\n",
" 114,\n",
" 115,\n",
" 116,\n",
" 117,\n",
" 118,\n",
" 119,\n",
" 120,\n",
" 121,\n",
" 122,\n",
" 123,\n",
" 124,\n",
" 125,\n",
" 126,\n",
" 127,\n",
" 128,\n",
" 129,\n",
" 130,\n",
" 131,\n",
" 132,\n",
" 133,\n",
" 134,\n",
" 135,\n",
" 136,\n",
" 137,\n",
" 138,\n",
" 139,\n",
" 140,\n",
" 141,\n",
" 142,\n",
" 143,\n",
" 144,\n",
" 145,\n",
" 146,\n",
" 147,\n",
" 148,\n",
" 149,\n",
" 150,\n",
" 151,\n",
" 152,\n",
" 153,\n",
" 154,\n",
" 155,\n",
" 156,\n",
" 157,\n",
" 158,\n",
" 159,\n",
" 160,\n",
" 161,\n",
" 162,\n",
" 163,\n",
" 164,\n",
" 165,\n",
" 166,\n",
" 167,\n",
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" 'domain_2': [41,\n",
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" 'linker': [0, 1, 2, 3, 4, 5, 193, 40, 91, 92, 93]}"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"domain_dict[0]"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3 (ipykernel)",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.8.9"
}
},
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|