diff --git a/runs.ipynb b/runs.ipynb index ed7f29e0..1978ab80 100644 --- a/runs.ipynb +++ b/runs.ipynb @@ -14,67 +14,11 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 21, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "upload: resources/datasets_raw/nakatake.h5ad to s3://openproblems-data/resources/grn/datasets_raw/nakatake.h5ad\n", - "upload: resources/evaluation_datasets/adamson_perturbation.h5ad to s3://openproblems-data/resources/grn/evaluation_datasets/adamson_perturbation.h5ad\n", - "upload: resources/evaluation_datasets/nakatake_perturbation.h5ad to s3://openproblems-data/resources/grn/evaluation_datasets/nakatake_perturbation.h5ad\n", - "upload: resources/evaluation_datasets/norman_perturbation.h5ad to s3://openproblems-data/resources/grn/evaluation_datasets/norman_perturbation.h5ad\n", - "delete: s3://openproblems-data/resources/grn/evaluation_datasets/replogle2.h5ad\n", - "upload: resources/datasets_raw/replogle2.h5ad to s3://openproblems-data/resources/grn/datasets_raw/replogle2.h5ad\n", - "upload: resources/evaluation_datasets/replogle2_perturbation.h5ad to s3://openproblems-data/resources/grn/evaluation_datasets/replogle2_perturbation.h5ad\n", - "upload: resources/grn_models/adamson/grnboost2.csv to s3://openproblems-data/resources/grn/grn_models/adamson/grnboost2.csv\n", - "upload: resources/grn_models/adamson/negative_control.csv to s3://openproblems-data/resources/grn/grn_models/adamson/negative_control.csv\n", - "upload: resources/grn_models/adamson/pearson_corr.csv to s3://openproblems-data/resources/grn/grn_models/adamson/pearson_corr.csv\n", - "upload: resources/grn_models/adamson/portia.csv to s3://openproblems-data/resources/grn/grn_models/adamson/portia.csv\n", - "upload: resources/grn_models/adamson/positive_control.csv to s3://openproblems-data/resources/grn/grn_models/adamson/positive_control.csv\n", - "upload: resources/grn_models/adamson/ppcor.csv to s3://openproblems-data/resources/grn/grn_models/adamson/ppcor.csv\n", - "upload: resources/grn_models/nakatake/grnboost2.csv to s3://openproblems-data/resources/grn/grn_models/nakatake/grnboost2.csv\n", - "upload: resources/grn_models/nakatake/negative_control.csv to s3://openproblems-data/resources/grn/grn_models/nakatake/negative_control.csv\n", - "upload: resources/grn_models/nakatake/pearson_corr.csv to s3://openproblems-data/resources/grn/grn_models/nakatake/pearson_corr.csv\n", - "upload: resources/grn_models/nakatake/portia.csv to s3://openproblems-data/resources/grn/grn_models/nakatake/portia.csv\n", - "upload: resources/grn_models/nakatake/positive_control.csv to s3://openproblems-data/resources/grn/grn_models/nakatake/positive_control.csv\n", - "upload: resources/grn_models/nakatake/ppcor.csv to s3://openproblems-data/resources/grn/grn_models/nakatake/ppcor.csv\n", - "upload: resources/grn_models/nakatake/scenic.csv to s3://openproblems-data/resources/grn/grn_models/nakatake/scenic.csv\n", - "upload: resources/grn_models/norman/grnboost2.csv to s3://openproblems-data/resources/grn/grn_models/norman/grnboost2.csv\n", - "upload: resources/grn_models/norman/negative_control.csv to s3://openproblems-data/resources/grn/grn_models/norman/negative_control.csv\n", - "upload: resources/grn_models/norman/pearson_corr.csv to s3://openproblems-data/resources/grn/grn_models/norman/pearson_corr.csv\n", - "upload: resources/grn_models/norman/portia.csv to s3://openproblems-data/resources/grn/grn_models/norman/portia.csv\n", - "upload: resources/grn_models/norman/positive_control.csv to s3://openproblems-data/resources/grn/grn_models/norman/positive_control.csv\n", - "upload: resources/grn_models/norman/ppcor.csv to s3://openproblems-data/resources/grn/grn_models/norman/ppcor.csv\n", - "upload: resources/grn_models/norman/scenic.csv to s3://openproblems-data/resources/grn/grn_models/norman/scenic.csv\n", - "upload: resources/datasets_raw/adamson.h5ad to s3://openproblems-data/resources/grn/datasets_raw/adamson.h5ad\n", - "upload: resources/datasets_raw/op.h5ad to s3://openproblems-data/resources/grn/datasets_raw/op.h5ad\n", - "upload: resources/evaluation_datasets/op_perturbation.h5ad to s3://openproblems-data/resources/grn/evaluation_datasets/op_perturbation.h5ad\n", - "upload: resources/grn_models/replogle2/grnboost2.csv to s3://openproblems-data/resources/grn/grn_models/replogle2/grnboost2.csv\n", - "upload: resources/grn_models/replogle2/negative_control.csv to s3://openproblems-data/resources/grn/grn_models/replogle2/negative_control.csv\n", - "upload: resources/grn_models/replogle2/pearson_corr.csv to s3://openproblems-data/resources/grn/grn_models/replogle2/pearson_corr.csv\n", - "upload: resources/grn_models/replogle2/portia.csv to s3://openproblems-data/resources/grn/grn_models/replogle2/portia.csv\n", - "upload: resources/grn_models/replogle2/positive_control.csv to s3://openproblems-data/resources/grn/grn_models/replogle2/positive_control.csv\n", - "delete: s3://openproblems-data/resources/grn/inference_datasets/replogle2.h5ad\n", - "upload: resources/grn_models/replogle2/scenic.csv to s3://openproblems-data/resources/grn/grn_models/replogle2/scenic.csv\n", - "upload: resources/grn_models/replogle2/ppcor.csv to s3://openproblems-data/resources/grn/grn_models/replogle2/ppcor.csv\n", - "upload: resources/inference_datasets/nakatake_rna.h5ad to s3://openproblems-data/resources/grn/inference_datasets/nakatake_rna.h5ad\n", - "upload: resources/prior/adamson_consensus-num-regulators.json to s3://openproblems-data/resources/grn/prior/adamson_consensus-num-regulators.json\n", - "upload: resources/prior/frangieh_IFNg_v2_consensus-num-regulators.json to s3://openproblems-data/resources/grn/prior/frangieh_IFNg_v2_consensus-num-regulators.json\n", - "upload: resources/prior/nakatake_consensus-num-regulators.json to s3://openproblems-data/resources/grn/prior/nakatake_consensus-num-regulators.json\n", - "upload: resources/prior/norman_consensus-num-regulators.json to s3://openproblems-data/resources/grn/prior/norman_consensus-num-regulators.json\n", - "upload: resources/prior/op_consensus-num-regulators.json to s3://openproblems-data/resources/grn/prior/op_consensus-num-regulators.json\n", - "upload: resources/prior/replogle2_consensus-num-regulators.json to s3://openproblems-data/resources/grn/prior/replogle2_consensus-num-regulators.json\n", - "upload: resources/inference_datasets/adamson_rna.h5ad to s3://openproblems-data/resources/grn/inference_datasets/adamson_rna.h5ad\n", - "upload: resources/inference_datasets/replogle2_rna.h5ad to s3://openproblems-data/resources/grn/inference_datasets/replogle2_rna.h5ad\n", - "upload: resources/datasets_raw/norman.h5ad to s3://openproblems-data/resources/grn/datasets_raw/norman.h5ad\n", - "upload: resources/inference_datasets/norman_rna.h5ad to s3://openproblems-data/resources/grn/inference_datasets/norman_rna.h5ad\n" - ] - } - ], + "outputs": [], "source": [ - "!aws s3 sync resources/ s3://openproblems-data/resources/grn/ --delete\n", + "# !aws s3 sync resources/ s3://openproblems-data/resources/grn/ --delete\n", "# !aws s3 sync resources/grn_models/ s3://openproblems-data/resources/grn/grn_models --delete\n", "# !aws s3 sync resources/prior/ s3://openproblems-data/resources/grn/prior --delete\n", "# !aws s3 sync resources/results/ s3://openproblems-data/resources/grn/results --delete" @@ -82,26 +26,12 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 1, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "delete: s3://openproblems-data/resources_test/grn/inference_datasets/op_atac.rds\n", - "delete: s3://openproblems-data/resources_test/grn/inference_datasets/op_rna.rds\n", - "upload: resources_test/inference_datasets/op_atac.h5ad to s3://openproblems-data/resources_test/grn/inference_datasets/op_atac.h5ad\n", - "upload: resources_test/datasets_raw/op_multiome_counts.h5ad to s3://openproblems-data/resources_test/grn/datasets_raw/op_multiome_counts.h5ad\n", - "upload: resources_test/datasets_raw/op_perturbation_counts.h5ad to s3://openproblems-data/resources_test/grn/datasets_raw/op_perturbation_counts.h5ad\n", - "upload: resources_test/inference_datasets/op_rna.h5ad to s3://openproblems-data/resources_test/grn/inference_datasets/op_rna.h5ad\n", - "upload: resources_test/evaluation_datasets/op_perturbation.h5ad to s3://openproblems-data/resources_test/grn/evaluation_datasets/op_perturbation.h5ad\n" - ] - } - ], + "outputs": [], "source": [ "# !aws s3 sync resources_test/ s3://openproblems-data/resources_test/grn/ --delete\n", - "!aws s3 sync resources/ s3://openproblems-data/resources/grn/ --delete" + "# !aws s3 sync resources/ s3://openproblems-data/resources/grn/ --delete" ] }, { @@ -113,7 +43,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -147,36 +77,6 @@ "}" ] }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [], - "source": [ - "adata = ad.read_h5ad('resources/evaluation_datasets/op_perturbation.h5ad')" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 18, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "adata.layers['X_norm']" - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -224,451 +124,444 @@ " run_grn_inference()" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Calculate scores" + ] + }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "adamson_rna.h5ad norman_rna.h5ad op_atac.rds op_rna.rds\n", - "nakatake_rna.h5ad op_atac.h5ad op_rna.h5ad replogle2_rna.h5ad\n" + "Submitted batch job 7845525\n" ] } ], "source": [ - "# pd.read_csv('resources/grn_models/norman//pearson_corr.csv').weight.hist()\n", - "!ls resources/inference_datasets/" + "if False: # consensus: run this after updating grns\n", + " run_consensus(par)\n", + "\n", + "if True: # run metrics/script_all.py\n", + " calculate_scores()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "# Calculate scores" + "# Regression scores" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### OPSCA" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Submitted batch job 7840144\n" + "50000-skeleton_False-binarize_True-GB.csv\n", + "50000-skeleton_False-binarize_True-ridge.csv\n", + "lognorm-50000-skeleton_False-binarize_True-ridge-global-False.csv\n", + "nets\n", + "X_norm-50000-skeleton_False-binarize_True-ridge-global-False.csv\n" ] } ], "source": [ - "if False: # consensus: run this after updating grns\n", - " run_consensus(par)\n", - "\n", - "if True: # run metrics/script_all.py\n", - " calculate_scores()" + "!ls output/temp/op/" ] }, { - "cell_type": "code", - "execution_count": 19, + "cell_type": "markdown", "metadata": {}, - "outputs": [ - { - "ename": "FileNotFoundError", - "evalue": "[Errno 2] No such file or directory: 'output/temp/op/50000-skeleton_True-binarize_True-ridge.csv'", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mFileNotFoundError\u001b[0m Traceback (most recent call last)", - "Cell \u001b[0;32mIn[19], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m df_scores \u001b[38;5;241m=\u001b[39m \u001b[43mpd\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mread_csv\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43mf\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43moutput/temp/op/50000-skeleton_True-binarize_True-ridge.csv\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mindex_col\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m0\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[1;32m 2\u001b[0m \u001b[38;5;66;03m# df_scores[df_scores<0] = 0\u001b[39;00m\n\u001b[1;32m 3\u001b[0m df_all_n \u001b[38;5;241m=\u001b[39m (df_scores\u001b[38;5;241m-\u001b[39mdf_scores\u001b[38;5;241m.\u001b[39mmin(axis\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m0\u001b[39m))\u001b[38;5;241m/\u001b[39m(df_scores\u001b[38;5;241m.\u001b[39mmax(axis\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m0\u001b[39m)\u001b[38;5;241m-\u001b[39mdf_scores\u001b[38;5;241m.\u001b[39mmin(axis\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m0\u001b[39m))\n", - "File \u001b[0;32m~/miniconda3/envs/py10/lib/python3.10/site-packages/pandas/io/parsers/readers.py:1026\u001b[0m, in \u001b[0;36mread_csv\u001b[0;34m(filepath_or_buffer, sep, delimiter, header, names, index_col, usecols, dtype, engine, converters, true_values, false_values, skipinitialspace, skiprows, skipfooter, nrows, na_values, keep_default_na, na_filter, verbose, skip_blank_lines, parse_dates, infer_datetime_format, keep_date_col, date_parser, date_format, dayfirst, cache_dates, iterator, chunksize, compression, thousands, decimal, lineterminator, quotechar, quoting, doublequote, escapechar, comment, encoding, encoding_errors, dialect, on_bad_lines, delim_whitespace, low_memory, memory_map, float_precision, storage_options, dtype_backend)\u001b[0m\n\u001b[1;32m 1013\u001b[0m kwds_defaults \u001b[38;5;241m=\u001b[39m _refine_defaults_read(\n\u001b[1;32m 1014\u001b[0m dialect,\n\u001b[1;32m 1015\u001b[0m delimiter,\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 1022\u001b[0m dtype_backend\u001b[38;5;241m=\u001b[39mdtype_backend,\n\u001b[1;32m 1023\u001b[0m )\n\u001b[1;32m 1024\u001b[0m kwds\u001b[38;5;241m.\u001b[39mupdate(kwds_defaults)\n\u001b[0;32m-> 1026\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43m_read\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfilepath_or_buffer\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mkwds\u001b[49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m~/miniconda3/envs/py10/lib/python3.10/site-packages/pandas/io/parsers/readers.py:620\u001b[0m, in \u001b[0;36m_read\u001b[0;34m(filepath_or_buffer, kwds)\u001b[0m\n\u001b[1;32m 617\u001b[0m _validate_names(kwds\u001b[38;5;241m.\u001b[39mget(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mnames\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;28;01mNone\u001b[39;00m))\n\u001b[1;32m 619\u001b[0m \u001b[38;5;66;03m# Create the parser.\u001b[39;00m\n\u001b[0;32m--> 620\u001b[0m parser \u001b[38;5;241m=\u001b[39m \u001b[43mTextFileReader\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfilepath_or_buffer\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwds\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 622\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m chunksize \u001b[38;5;129;01mor\u001b[39;00m iterator:\n\u001b[1;32m 623\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m parser\n", - "File \u001b[0;32m~/miniconda3/envs/py10/lib/python3.10/site-packages/pandas/io/parsers/readers.py:1620\u001b[0m, in \u001b[0;36mTextFileReader.__init__\u001b[0;34m(self, f, engine, **kwds)\u001b[0m\n\u001b[1;32m 1617\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39moptions[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mhas_index_names\u001b[39m\u001b[38;5;124m\"\u001b[39m] \u001b[38;5;241m=\u001b[39m kwds[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mhas_index_names\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n\u001b[1;32m 1619\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mhandles: IOHandles \u001b[38;5;241m|\u001b[39m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[0;32m-> 1620\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_engine \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_make_engine\u001b[49m\u001b[43m(\u001b[49m\u001b[43mf\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mengine\u001b[49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m~/miniconda3/envs/py10/lib/python3.10/site-packages/pandas/io/parsers/readers.py:1880\u001b[0m, in \u001b[0;36mTextFileReader._make_engine\u001b[0;34m(self, f, engine)\u001b[0m\n\u001b[1;32m 1878\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mb\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;129;01min\u001b[39;00m mode:\n\u001b[1;32m 1879\u001b[0m mode \u001b[38;5;241m+\u001b[39m\u001b[38;5;241m=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mb\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m-> 1880\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mhandles \u001b[38;5;241m=\u001b[39m \u001b[43mget_handle\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 1881\u001b[0m \u001b[43m \u001b[49m\u001b[43mf\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1882\u001b[0m \u001b[43m \u001b[49m\u001b[43mmode\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1883\u001b[0m \u001b[43m \u001b[49m\u001b[43mencoding\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43moptions\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mencoding\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1884\u001b[0m \u001b[43m \u001b[49m\u001b[43mcompression\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43moptions\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mcompression\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1885\u001b[0m \u001b[43m \u001b[49m\u001b[43mmemory_map\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43moptions\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mmemory_map\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1886\u001b[0m \u001b[43m \u001b[49m\u001b[43mis_text\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mis_text\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1887\u001b[0m \u001b[43m \u001b[49m\u001b[43merrors\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43moptions\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mencoding_errors\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mstrict\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1888\u001b[0m \u001b[43m \u001b[49m\u001b[43mstorage_options\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43moptions\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mstorage_options\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1889\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 1890\u001b[0m \u001b[38;5;28;01massert\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mhandles \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[1;32m 1891\u001b[0m f \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mhandles\u001b[38;5;241m.\u001b[39mhandle\n", - "File \u001b[0;32m~/miniconda3/envs/py10/lib/python3.10/site-packages/pandas/io/common.py:873\u001b[0m, in \u001b[0;36mget_handle\u001b[0;34m(path_or_buf, mode, encoding, compression, memory_map, is_text, errors, storage_options)\u001b[0m\n\u001b[1;32m 868\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(handle, \u001b[38;5;28mstr\u001b[39m):\n\u001b[1;32m 869\u001b[0m \u001b[38;5;66;03m# Check whether the filename is to be opened in binary mode.\u001b[39;00m\n\u001b[1;32m 870\u001b[0m \u001b[38;5;66;03m# Binary mode does not support 'encoding' and 'newline'.\u001b[39;00m\n\u001b[1;32m 871\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m ioargs\u001b[38;5;241m.\u001b[39mencoding \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mb\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;129;01min\u001b[39;00m ioargs\u001b[38;5;241m.\u001b[39mmode:\n\u001b[1;32m 872\u001b[0m \u001b[38;5;66;03m# Encoding\u001b[39;00m\n\u001b[0;32m--> 873\u001b[0m handle \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mopen\u001b[39;49m\u001b[43m(\u001b[49m\n\u001b[1;32m 874\u001b[0m \u001b[43m \u001b[49m\u001b[43mhandle\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 875\u001b[0m \u001b[43m \u001b[49m\u001b[43mioargs\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmode\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 876\u001b[0m \u001b[43m \u001b[49m\u001b[43mencoding\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mioargs\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mencoding\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 877\u001b[0m \u001b[43m \u001b[49m\u001b[43merrors\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43merrors\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 878\u001b[0m \u001b[43m \u001b[49m\u001b[43mnewline\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 879\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 880\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m 881\u001b[0m \u001b[38;5;66;03m# Binary mode\u001b[39;00m\n\u001b[1;32m 882\u001b[0m handle \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mopen\u001b[39m(handle, ioargs\u001b[38;5;241m.\u001b[39mmode)\n", - "\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: 'output/temp/op/50000-skeleton_True-binarize_True-ridge.csv'" - ] - } - ], "source": [ - "df_scores = pd.read_csv(f\"output/temp/op/50000-skeleton_True-binarize_True-ridge.csv\", index_col=0)\n", - "# df_scores[df_scores<0] = 0\n", - "df_all_n = (df_scores-df_scores.min(axis=0))/(df_scores.max(axis=0)-df_scores.min(axis=0))\n", - "df_scores['rank'] = df_all_n.mean(axis=1).rank(ascending=False).astype(int)\n", - "df_scores.style.background_gradient()" + "#### Ridge" ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", - "\n", + "
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 S1S2static-theta-0.0static-theta-0.5static-theta-1.0rankS1S2static-theta-0.0static-theta-0.5static-theta-1.0rank
collectri0.0583150.1268990.2297790.2724090.29076911
negative_control-0.000923-0.0009610.1936400.2606670.29087712
positive_control0.7217501.1888030.6542970.4116750.3101242
pearson_corr0.5703331.0483550.5805830.3798910.3035944
portia0.4655270.6740970.5138850.3172060.2980957
ppcor0.1966890.2384860.3621900.2897430.29119010
grnboost20.7355400.9230760.5812650.4714910.3299401
scenic0.3192720.4738050.5191030.4065250.3174896
granie0.1475220.1939770.1654000.2114970.28323913
scglue0.1556420.6789080.4992500.2938630.2939398
celloracle0.4661190.7624380.5778430.4124850.3094745
figr0.2312060.5361450.2886750.3012670.2956269
scenicplus0.5885780.7537050.6121030.4672260.3247253collectri0.0583150.1268990.2297790.2724090.29076911
negative_control-0.000923-0.0009610.1936400.2606670.29087712
positive_control0.7217501.1888030.6542970.4116750.3101242
pearson_corr0.5703331.0483550.5805830.3798910.3035944
portia0.4655270.6740970.5138850.3172060.2980957
ppcor0.1966890.2384860.3621900.2897430.29119010
grnboost20.7355400.9230760.5812650.4714910.3299401
scenic0.3192720.4738050.5191030.4065250.3174896
granie0.1475220.1939770.1654000.2114970.28323913
scglue0.1556420.6789080.4992500.2938630.2939398
celloracle0.4661190.7624380.5778430.4124850.3094745
figr0.2312060.5361450.2886750.3012670.2956269
scenicplus0.5885780.7537050.6121030.4672260.3247253
\n" ], "text/plain": [ - "" + "" ] }, - "execution_count": 2, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -682,15 +575,10 @@ ] }, { - "attachments": { - "image.png": { - "image/png": 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" - } - }, "cell_type": "markdown", "metadata": {}, "source": [ - "![image.png](attachment:image.png)" + "#### GB" ] }, { @@ -1044,227 +932,222 @@ ] }, { - "attachments": { - "image.png": { - "image/png": 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- } - }, "cell_type": "markdown", "metadata": {}, "source": [ - "![image.png](attachment:image.png)" + "### replogle2" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", - "\n", + "
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 S1S2static-theta-0.0static-theta-0.5static-theta-1.0rankS1S2static-theta-0.0static-theta-0.5static-theta-1.0rank
negative_control0.0078900.0079400.0040700.0075490.0164137
positive_control0.0144130.0195840.0703340.0514720.0439552
pearson_corr-0.008077-0.0109130.0680090.0493080.0419813
portia0.0051640.0052060.0523680.0430750.0390284
ppcor-0.025308-0.0256070.0071530.0096890.0176166
grnboost2-0.007698-0.0087280.0833470.0675460.0608861
scenic0.0050570.0068920.0315470.0213330.0235155negative_control0.0078900.0079400.0040700.0075490.0164137
positive_control0.0144130.0195840.0703340.0514720.0439552
pearson_corr-0.008077-0.0109130.0680090.0493080.0419813
portia0.0051640.0052060.0523680.0430750.0390284
ppcor-0.025308-0.0256070.0071530.0096890.0176166
grnboost2-0.007698-0.0087280.0833470.0675460.0608861
scenic0.0050570.0068920.0315470.0213330.0235155
\n" ], "text/plain": [ - "" + "" ] }, - "execution_count": 4, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -1273,7 +1156,7 @@ "df_scores = pd.read_csv(f\"output/temp/replogle2/50000-skeleton_False-binarize_True-ridge.csv\", index_col=0)\n", "# df_scores[df_scores<0] = 0\n", "\n", - "df_scores_f = df_scores[['static-theta-0.0', 'static-theta-0.5']]\n", + "df_scores_f = df_scores[['static-theta-0.0', 'static-theta-0.5', 'static-theta-1.0']]\n", "df_all_n = (df_scores_f-df_scores_f.min(axis=0))/(df_scores_f.max(axis=0)-df_scores_f.min(axis=0))\n", "df_scores['rank'] = df_all_n.mean(axis=1).rank(ascending=False).astype(int)\n", "df_scores.style.background_gradient()" @@ -1293,210 +1176,210 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", - "\n", + "
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 S1S2static-theta-0.0static-theta-0.5static-theta-1.0rankS1S2static-theta-0.0static-theta-0.5static-theta-1.0rank
negative_control-0.000815-0.0009430.0006480.0243430.0474267
positive_control0.0003330.0009330.0501720.1955970.1032991
pearson_corr0.0021830.0060590.0420070.1773720.0922152
portia0.0000260.0016410.0445380.0941270.0710154
ppcor-0.000114-0.0006570.0043800.0287080.0498426
grnboost2-0.001190-0.0018450.0233340.1792730.1448863
scenic0.0039150.0067970.0057190.0784720.0911975negative_control-0.000815-0.0009430.0006480.0243430.0474267
positive_control0.0003330.0009330.0501720.1955970.1032991
pearson_corr0.0021830.0060590.0420070.1773720.0922153
portia0.0000260.0016410.0445380.0941270.0710154
ppcor-0.000114-0.0006570.0043800.0287080.0498426
grnboost2-0.001190-0.0018450.0233340.1792730.1448862
scenic0.0039150.0067970.0057190.0784720.0911975
\n" ], "text/plain": [ - "" + "" ] }, - "execution_count": 5, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -1504,7 +1387,7 @@ "source": [ "df_scores = pd.read_csv(f\"output/temp/nakatake/50000-skeleton_False-binarize_True-ridge.csv\", index_col=0)\n", "# df_scores[df_scores<0] = 0\n", - "df_scores_f = df_scores[['static-theta-0.0', 'static-theta-0.5']]\n", + "df_scores_f = df_scores[['static-theta-0.0', 'static-theta-0.5', 'static-theta-1.0']]\n", "df_all_n = (df_scores_f-df_scores_f.min(axis=0))/(df_scores_f.max(axis=0)-df_scores_f.min(axis=0))\n", "df_scores['rank'] = df_all_n.mean(axis=1).rank(ascending=False).astype(int)\n", "df_scores.style.background_gradient()" @@ -1524,553 +1407,226 @@ }, { "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "nakatake op replogle2\n" - ] - } - ], - "source": [ - "!ls output/temp/" - ] - }, - { - "cell_type": "code", - "execution_count": 6, + "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", - "\n", + "
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 S1S2static-theta-0.0static-theta-0.5static-theta-1.0rankS1S2static-theta-0.0static-theta-0.5static-theta-1.0rank
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ANANSE_tissue_networks_bone_marrow.parquet-0.000995-0.0039970.0162590.0265040.0241849
gtex_rna_networks_Whole_Blood.parquet0.0023220.0342880.0230310.0239240.0214168
gtex_rna_networks_Brain_Amygdala.parquet-0.000308-0.0019040.0180080.0236410.02238515
gtex_rna_networks_Breast_Mammary_Tissue.parquet0.0001220.0008430.0171760.0245080.02071314
gtex_rna_networks_Lung.parquet-0.002586-0.0203990.0219130.0233390.02094710
gtex_rna_networks_Stomach.parquet-0.000341-0.0035930.0188010.0244140.02009511
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pearson_corr0.0062650.0062750.1348380.0802840.0398623
portia-0.002045-0.0020450.0923980.0563640.0366935
ppcor0.0050090.0050090.1049020.0584660.0330204
grnboost2-0.010134-0.0101610.1439550.0914320.0553111
scenic-0.001991-0.0118450.0812980.0366300.0255726negative_control-0.000234-0.0002560.0142270.0131100.0032537
positive_control-0.002901-0.0034700.1361800.0981290.0402242
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portia-0.002051-0.0022470.0642020.0378320.0090615
ppcor0.0018670.0020470.0935360.0522570.0119044
grnboost20.0002630.0003140.1146510.1016510.0561321
scenic0.0015860.0041220.0848300.0224960.0052576
\n" ], "text/plain": [ - "" + "" ] }, - "execution_count": 6, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "df_scores = pd.read_csv(f\"output/temp/norman/50000-skeleton_False-binarize_True-ridge.csv\", index_col=0)\n", + "df_scores = pd.read_csv(f\"output/temp/norman/X_norm-50000-skeleton_False-binarize_True-ridge-global-False.csv\", index_col=0)\n", "# df_scores[df_scores<0] = 0\n", - "df_scores_f = df_scores[['static-theta-0.0', 'static-theta-0.5']]\n", + "df_scores_f = df_scores[['static-theta-0.0', 'static-theta-0.5', 'static-theta-1.0']]\n", "df_all_n = (df_scores_f-df_scores_f.min(axis=0))/(df_scores_f.max(axis=0)-df_scores_f.min(axis=0))\n", "df_scores['rank'] = df_all_n.mean(axis=1).rank(ascending=False).astype(int)\n", "df_scores.style.background_gradient()" @@ -2090,178 +1646,215 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "50000-skeleton_False-binarize_True-ridge.csv\n", + "X_norm-50000-skeleton_False-binarize_True-ridge-global-False.csv\n" + ] + } + ], + "source": [ + "!ls output/temp/adamson/" + ] + }, + { + "cell_type": "code", + "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", - "\n", + "
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 S1S2static-theta-0.0static-theta-0.5rankS1S2static-theta-0.0static-theta-0.5static-theta-1.0rank
negative_control-0.002391-0.0023910.0528930.0826946
positive_control-0.023432-0.0295900.2010720.1453792
pearson_corr0.0051450.0063370.1977010.1442723
portia-0.023758-0.0242760.0979250.1075325
ppcor-0.008878-0.0088780.1023010.1072254
grnboost2-0.020748-0.0246960.2281830.1774321negative_control0.0223220.0223220.4455940.4390090.4134795
positive_control-0.021639-0.0274370.6642410.4829230.4363122
pearson_corr0.0243750.0300970.6527530.4814730.4358833
portia-0.022940-0.0236180.3415790.3717800.4015506
ppcor-0.017781-0.0179270.5553750.4538310.4235524
grnboost2-0.011154-0.0133850.6791350.5037710.4512011
\n" ], "text/plain": [ - "" + "" ] }, - "execution_count": 7, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "df_scores = pd.read_csv(f\"output/temp/adamson/50000-skeleton_False-binarize_True-ridge.csv\", index_col=0)\n", + "df_scores = pd.read_csv(f\"output/temp/adamson/X_norm-50000-skeleton_False-binarize_True-ridge-global-False.csv\", index_col=0)\n", "# df_scores[df_scores<0] = 0\n", - "df_scores_f = df_scores[['static-theta-0.0', 'static-theta-0.5']]\n", + "df_scores_f = df_scores[['static-theta-0.0', 'static-theta-0.5', 'static-theta-1.0']]\n", "df_all_n = (df_scores_f-df_scores_f.min(axis=0))/(df_scores_f.max(axis=0)-df_scores_f.min(axis=0))\n", "df_scores['rank'] = df_all_n.mean(axis=1).rank(ascending=False).astype(int)\n", "df_scores.style.background_gradient()" @@ -2288,7 +1881,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 13, "metadata": {}, "outputs": [], "source": [ @@ -2332,25 +1925,41 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 19, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "50000-skeleton_False-binarize_True-GB.csv\n", + "50000-skeleton_False-binarize_True-ridge.csv\n", + "lognorm-50000-skeleton_False-binarize_True-ridge-global-False.csv\n", + "nets\n", + "X_norm-50000-skeleton_False-binarize_True-ridge-global-False.csv\n" + ] + } + ], "source": [ - "df_scores = pd.read_csv(f\"resources/results/scores/50000-skeleton_True-binarize_True_pearson-ridge.csv\", index_col=0)" + "!ls output/temp/op/X_norm-50000-skeleton_False-binarize_True-ridge-global-False.csv" ] }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 20, "metadata": {}, "outputs": [], "source": [ - "df_scores = df_scores.drop(columns='static-theta-1.0')" + "for dataset in datasets:\n", + " df_scores = pd.read_csv(f\"output/temp/{dataset}/X_norm-50000-skeleton_False-binarize_True-ridge-global-False.csv\", index_col=0)\n", + " # - normalize per method\n", + "\n", + " # - normalize per dataset\n" ] }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 21, "metadata": {}, "outputs": [ { @@ -2379,6 +1988,7 @@ " S2\n", " static-theta-0.0\n", " static-theta-0.5\n", + " static-theta-1.0\n", " overall_score\n", " Duration (hour)\n", " Peak memory (GB)\n", @@ -2386,134 +1996,134 @@ " \n", " \n", " \n", - " 12\n", - " Scenic+\n", - " 0.965246\n", - " 0.707635\n", - " 1.000000\n", - " 1.000000\n", - " 0.918220\n", - " 11.740556\n", - " 131.342854\n", - " \n", - " \n", " 6\n", " GRNBoost2\n", - " 0.971633\n", - " 0.780225\n", - " 0.895890\n", - " 0.946268\n", - " 0.898504\n", + " 1.000000\n", + " 0.776475\n", + " 0.850620\n", + " 1.000000\n", + " 1.000000\n", + " 0.925419\n", " 7.510556\n", " 7.378796\n", " \n", " \n", " 2\n", " Positive Control\n", + " 0.981252\n", " 1.000000\n", " 1.000000\n", - " 0.842557\n", - " 0.700505\n", - " 0.885766\n", + " 0.769936\n", + " 0.575695\n", + " 0.865377\n", " 0.015000\n", " 11.601669\n", " \n", " \n", + " 12\n", + " Scenic+\n", + " 0.800199\n", + " 0.634004\n", + " 0.913697\n", + " 0.983595\n", + " 0.888349\n", + " 0.843969\n", + " 11.740556\n", + " 131.342854\n", + " \n", + " \n", " 3\n", " Pearson corr.\n", - " 0.798299\n", - " 0.840802\n", - " 0.842404\n", - " 0.687843\n", - " 0.792337\n", + " 0.775394\n", + " 0.881858\n", + " 0.849224\n", + " 0.647685\n", + " 0.435855\n", + " 0.718003\n", " 0.041389\n", " 23.801899\n", " \n", " \n", " 10\n", " CellOracle\n", - " 0.616708\n", - " 0.483758\n", - " 0.885844\n", - " 0.821030\n", - " 0.701835\n", + " 0.633710\n", + " 0.641349\n", + " 0.843619\n", + " 0.773048\n", + " 0.561766\n", + " 0.690699\n", " 3.765000\n", " 41.601166\n", " \n", " \n", " 7\n", " Scenic\n", - " 0.464032\n", - " 0.397320\n", - " 0.783895\n", - " 0.745078\n", - " 0.597581\n", + " 0.433522\n", + " 0.392839\n", + " 0.723472\n", + " 0.750125\n", + " 0.733396\n", + " 0.606671\n", " 24.008611\n", " 35.954300\n", " \n", " \n", " 4\n", " Portia\n", - " 0.400603\n", - " 0.497954\n", - " 0.639161\n", - " 0.338981\n", - " 0.469175\n", + " 0.632905\n", + " 0.567038\n", + " 0.712799\n", + " 0.406583\n", + " 0.318112\n", + " 0.527488\n", " 2.491111\n", " 55.685230\n", " \n", " \n", " 9\n", " scGLUE\n", - " 0.190305\n", - " 0.509488\n", - " 0.668041\n", - " 0.307502\n", - " 0.418834\n", + " 0.211603\n", + " 0.571086\n", + " 0.682864\n", + " 0.316799\n", + " 0.229125\n", + " 0.402295\n", " 11.097500\n", " 61.677879\n", " \n", " \n", " 11\n", " FigR\n", - " 0.340016\n", - " 0.322462\n", - " 0.305083\n", - " 0.378510\n", - " 0.336518\n", + " 0.305938\n", + " 0.449542\n", + " 0.252149\n", + " 0.345278\n", + " 0.265239\n", + " 0.323629\n", " 6.731667\n", " 225.208725\n", " \n", " \n", " 5\n", " PPCOR\n", - " 0.000000\n", - " 0.000000\n", - " 0.347992\n", - " 0.235417\n", - " 0.145852\n", + " 0.267408\n", + " 0.200610\n", + " 0.402517\n", + " 0.300952\n", + " 0.170267\n", + " 0.268351\n", " 13.425833\n", " 64.136433\n", " \n", " \n", - " 8\n", - " GRaNIE\n", - " 0.229666\n", - " 0.177568\n", - " 0.000000\n", - " 0.000000\n", - " 0.101808\n", - " 1.012038\n", - " 41.000000\n", - " \n", - " \n", " 0\n", " CollectRI\n", - " 0.000000\n", - " 0.000000\n", - " 0.162018\n", - " 0.220172\n", - " 0.095547\n", + " 0.079282\n", + " 0.106745\n", + " 0.131682\n", + " 0.234284\n", + " 0.161236\n", + " 0.142646\n", " 0.000000\n", " 0.000000\n", " \n", @@ -2522,49 +2132,62 @@ " Negative Control\n", " 0.000000\n", " 0.000000\n", - " 0.082188\n", - " 0.170247\n", - " 0.063109\n", + " 0.057763\n", + " 0.189121\n", + " 0.163558\n", + " 0.082089\n", " 0.003889\n", " 2.216045\n", " \n", + " \n", + " 8\n", + " GRaNIE\n", + " 0.200563\n", + " 0.163170\n", + " 0.000000\n", + " 0.000000\n", + " 0.000000\n", + " 0.072747\n", + " 1.012038\n", + " 41.000000\n", + " \n", " \n", "\n", "" ], "text/plain": [ " method_name S1 S2 static-theta-0.0 static-theta-0.5 \\\n", - "12 Scenic+ 0.965246 0.707635 1.000000 1.000000 \n", - "6 GRNBoost2 0.971633 0.780225 0.895890 0.946268 \n", - "2 Positive Control 1.000000 1.000000 0.842557 0.700505 \n", - "3 Pearson corr. 0.798299 0.840802 0.842404 0.687843 \n", - "10 CellOracle 0.616708 0.483758 0.885844 0.821030 \n", - "7 Scenic 0.464032 0.397320 0.783895 0.745078 \n", - "4 Portia 0.400603 0.497954 0.639161 0.338981 \n", - "9 scGLUE 0.190305 0.509488 0.668041 0.307502 \n", - "11 FigR 0.340016 0.322462 0.305083 0.378510 \n", - "5 PPCOR 0.000000 0.000000 0.347992 0.235417 \n", - "8 GRaNIE 0.229666 0.177568 0.000000 0.000000 \n", - "0 CollectRI 0.000000 0.000000 0.162018 0.220172 \n", - "1 Negative Control 0.000000 0.000000 0.082188 0.170247 \n", + "6 GRNBoost2 1.000000 0.776475 0.850620 1.000000 \n", + "2 Positive Control 0.981252 1.000000 1.000000 0.769936 \n", + "12 Scenic+ 0.800199 0.634004 0.913697 0.983595 \n", + "3 Pearson corr. 0.775394 0.881858 0.849224 0.647685 \n", + "10 CellOracle 0.633710 0.641349 0.843619 0.773048 \n", + "7 Scenic 0.433522 0.392839 0.723472 0.750125 \n", + "4 Portia 0.632905 0.567038 0.712799 0.406583 \n", + "9 scGLUE 0.211603 0.571086 0.682864 0.316799 \n", + "11 FigR 0.305938 0.449542 0.252149 0.345278 \n", + "5 PPCOR 0.267408 0.200610 0.402517 0.300952 \n", + "0 CollectRI 0.079282 0.106745 0.131682 0.234284 \n", + "1 Negative Control 0.000000 0.000000 0.057763 0.189121 \n", + "8 GRaNIE 0.200563 0.163170 0.000000 0.000000 \n", "\n", - " overall_score Duration (hour) Peak memory (GB) \n", - "12 0.918220 11.740556 131.342854 \n", - "6 0.898504 7.510556 7.378796 \n", - "2 0.885766 0.015000 11.601669 \n", - "3 0.792337 0.041389 23.801899 \n", - "10 0.701835 3.765000 41.601166 \n", - "7 0.597581 24.008611 35.954300 \n", - "4 0.469175 2.491111 55.685230 \n", - "9 0.418834 11.097500 61.677879 \n", - "11 0.336518 6.731667 225.208725 \n", - "5 0.145852 13.425833 64.136433 \n", - "8 0.101808 1.012038 41.000000 \n", - "0 0.095547 0.000000 0.000000 \n", - "1 0.063109 0.003889 2.216045 " + " static-theta-1.0 overall_score Duration (hour) Peak memory (GB) \n", + "6 1.000000 0.925419 7.510556 7.378796 \n", + "2 0.575695 0.865377 0.015000 11.601669 \n", + "12 0.888349 0.843969 11.740556 131.342854 \n", + "3 0.435855 0.718003 0.041389 23.801899 \n", + "10 0.561766 0.690699 3.765000 41.601166 \n", + "7 0.733396 0.606671 24.008611 35.954300 \n", + "4 0.318112 0.527488 2.491111 55.685230 \n", + "9 0.229125 0.402295 11.097500 61.677879 \n", + "11 0.265239 0.323629 6.731667 225.208725 \n", + "5 0.170267 0.268351 13.425833 64.136433 \n", + "0 0.161236 0.142646 0.000000 0.000000 \n", + "1 0.163558 0.082089 0.003889 2.216045 \n", + "8 0.000000 0.072747 1.012038 41.000000 " ] }, - "execution_count": 23, + "execution_count": 21, "metadata": {}, "output_type": "execute_result" } diff --git a/src/metrics/script_all.py b/src/metrics/script_all.py index 7af81da9..1fa5fb37 100644 --- a/src/metrics/script_all.py +++ b/src/metrics/script_all.py @@ -69,7 +69,7 @@ def define_par(dataset): global_models = False # - run metrics -for dataset in ['op']: #'op', 'replogle2', 'nakatake', 'norman', 'adamson' +for dataset in ['adamson']: #'op', 'replogle2', 'nakatake', 'norman', 'adamson' print('------ ', dataset, '------') par = define_par(dataset) os.makedirs(par['scores_dir'], exist_ok=True) @@ -78,7 +78,7 @@ def define_par(dataset): par['binarize'] = binarize for max_n_links in [50000]: par['max_n_links'] = max_n_links - for apply_skeleton in [True]: + for apply_skeleton in [False]: par['apply_skeleton'] = apply_skeleton # - determines models to run grn_files_dict = {} @@ -118,7 +118,7 @@ def define_par(dataset): df_all = score else: df_all = pd.concat([df_all, score]) - df_all.to_csv(f"{par['scores_dir']}/{max_n_links}-skeleton_{apply_skeleton}-binarize_{binarize}-{par['reg_type']}-global-{global_models}.csv") + df_all.to_csv(f"{par['scores_dir']}/{par['layer']}-{max_n_links}-skeleton_{apply_skeleton}-binarize_{binarize}-{par['reg_type']}-global-{global_models}.csv") print(df_all) i+=1 diff --git a/src/process_data/multiomics/format_data/script.py b/src/process_data/multiomics/format_data/script.py index 912bbc4c..c4251578 100644 --- a/src/process_data/multiomics/format_data/script.py +++ b/src/process_data/multiomics/format_data/script.py @@ -3,9 +3,9 @@ import numpy as np ## VIASH START par = { - # 'multiome_counts': 'resources/datasets_raw/multiome_counts.h5ad', - # 'multiomics_rna': 'resources/grn-benchmark/multiomics_rna.h5ad', - # 'multiomics_atac': 'resources/grn-benchmark/multiomics_atac.h5ad' + 'multiome_counts': 'resources/datasets_raw/op_multiome_sc_counts.h5ad', + 'multiomics_rna': 'resources/inference_datasets/op_rna.h5ad', + 'multiomics_atac': 'resources/inference_datasets/op_atac.h5ad' } ## VIASH END diff --git a/src/process_data/perturbation/opsca/config.vsh.yaml b/src/process_data/perturbation/opsca/config.vsh.yaml index 3c2422a1..0d60f812 100644 --- a/src/process_data/perturbation/opsca/config.vsh.yaml +++ b/src/process_data/perturbation/opsca/config.vsh.yaml @@ -16,7 +16,7 @@ functionality: type: file required: true direction: input - example: resources_test/datasets_raw/op_perturbation_counts.h5ad + example: resources_test/datasets_raw/op_perturbation_sc_counts.h5ad - name: --pseudobulked_data type: file diff --git a/src/process_data/perturbation/opsca/script.py b/src/process_data/perturbation/opsca/script.py index 60e20cf5..1cbf755f 100644 --- a/src/process_data/perturbation/opsca/script.py +++ b/src/process_data/perturbation/opsca/script.py @@ -11,9 +11,9 @@ ## VIASH START par = { - 'perturbation_counts': 'resources/datasets_raw/op_perturbation_counts.h5ad', - 'pseudobulked_data': 'resources/datasets_raw/op_perturbation.h5ad', - 'evaluation_data': 'resources/evaluation_datasets/op.h5ad', + 'perturbation_counts': 'resources/datasets_raw/op_perturbation_sc_counts.h5ad', + 'pseudobulked_data': 'resources/datasets_raw/op_bulked.h5ad', + 'evaluation_data': 'resources/evaluation_datasets/op_perturbation.h5ad', } ## VIASH END @@ -147,7 +147,7 @@ def pseudobulk_mean_func(bulk_adata): bulk_adata.layers['n_counts'] = np.asarray(rows_adj) return bulk_adata -def filter_func(bulk_adata): +def filter_func(bulk_adata, cell_counts_t): '''Filters pseudobulked data by removing outliers compound, samples with low cell counts, and genes with low coverage ''' @@ -192,35 +192,38 @@ def filter_func(bulk_adata): for key in ['cell_type','plate_name']: bulk_adata_filtered.obs[key] = bulk_adata_filtered.obs[key].astype(str) return bulk_adata_filtered -def normalize_func(bulk_adata): +def normalize_func(adata): # sc.pp.normalize_total(bulk_adata_c) # sc.pp.log1p(bulk_adata_c) - bulk_adata.layers['X_norm'] = sc.experimental.pp.normalize_pearson_residuals(bulk_adata, inplace=False)['X'] + adata.layers['X_norm'] = sc.experimental.pp.normalize_pearson_residuals(adata, layer='counts', inplace=False)['X'] + X_norm = sc.pp.normalize_total(adata, layer='counts',inplace=False)['X'] + X_norm = sc.pp.log1p(X_norm, copy=False) + adata.layers['lognorm'] = X_norm - return bulk_adata + return adata -test_flag = False -if 'test' in par['perturbation_counts'].split('/')[0]: - print('Test') - test_flag = True - cell_counts_t = 1 - cell_type_t = 1 -else: - cell_counts_t = 10 - cell_type_t = 2 +if __name__ == '__main__': -sc_counts_f = preprocess_sc(par) -bulk_adata = pseudobulk_sum_func(sc_counts_f) -bulk_adata = pseudobulk_mean_func(bulk_adata) -bulk_adata.obs = bulk_adata.obs.rename(columns={'sm_name':'perturbation'}) + cell_counts_t = 10 + + sc_counts_f = preprocess_sc(par) + bulk_adata = pseudobulk_sum_func(sc_counts_f) + bulk_adata = pseudobulk_mean_func(bulk_adata) + bulk_adata = filter_func(bulk_adata, cell_counts_t) + + + bulk_adata.obs = bulk_adata.obs.rename(columns={'sm_name':'perturbation'}) + + bulk_adata = normalize_func(bulk_adata) -bulk_adata = normalize_func(bulk_adata) + del bulk_adata.layers['n_counts'] -del bulk_adata.layers['n_counts'] + bulk_adata.X = csr_matrix(bulk_adata.X) + bulk_adata.layers['counts'] = csr_matrix(bulk_adata.layers['counts']) -bulk_adata.X = csr_matrix(bulk_adata.X) -bulk_adata.layers['counts'] = csr_matrix(bulk_adata.layers['counts']) + bulk_adata.obs['is_control'] = bulk_adata.obs['perturbation'].isin(['Dimethyl Sulfoxide']) + bulk_adata.obs['is_positive_control'] = bulk_adata.obs['perturbation'].isin(['Dabrafenib', 'Belinostat']) -bulk_adata.write(par['pseudobulked_data']) -bulk_adata.write(par['evaluation_data']) \ No newline at end of file + bulk_adata.write(par['pseudobulked_data']) + bulk_adata.write(par['evaluation_data']) \ No newline at end of file