{ "cells": [ { "cell_type": "markdown", "id": "fa61e99e-9c07-4bcc-842f-f722cfc5b463", "metadata": {}, "source": [ "# Summary Shapley Explainer Demo\n", "\n", "This example demonstrates how to interpret a **scikit-learn** model using\n", "the H2O Sonar library and retrieve the data and plot the **summary Shapley**." ] }, { "cell_type": "code", "execution_count": 1, "id": "051f5c55-5471-4017-86c9-ad7bd39b8fc6", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import logging\n", "\n", "import pandas\n", "import webbrowser\n", "\n", "from h2o_sonar import interpret\n", "from h2o_sonar.lib.api import commons\n", "from h2o_sonar.lib.api import explainers\n", "from h2o_sonar.lib.api.models import ModelApi\n", "from h2o_sonar.explainers.summary_shap_explainer import SummaryShapleyExplainer\n", "\n", "from sklearn.ensemble import GradientBoostingClassifier" ] }, { "cell_type": "code", "execution_count": 2, "id": "e8858dd3-64f5-4341-b3f7-c3a4115fdb24", "metadata": {}, "outputs": [], "source": [ "results_location = \"../../results\"\n", "\n", "# dataset\n", "dataset_path = \"../../data/predictive/creditcard.csv\"\n", "target_col = \"default payment next month\"\n", "df = pandas.read_csv(dataset_path)\n", "(X, y) = df.drop(target_col, axis=1), df[target_col]" ] }, { "cell_type": "code", "execution_count": 3, "id": "4cf5be8c", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'id': 'h2o_sonar.explainers.summary_shap_explainer.SummaryShapleyExplainer',\n", " 'name': 'SummaryShapleyExplainer',\n", " 'display_name': 'Shapley Summary Plot for Original Features (Kernel SHAP Method)',\n", " 'tagline': 'SummaryShapleyExplainer.',\n", " 'description': 'Shapley explanations are a technique with credible theoretical support that presents consistent global and local feature contributions.\\n\\nThe Shapley Summary Plot shows original features versus their local Shapley values on a sample of the dataset. Feature values are binned by Shapley values and the average normalized feature value for each bin is plotted. The legend corresponds to numeric features and maps to their normalized value - yellow is the lowest value and deep orange is the highest. You can also get a scatter plot of the actual numeric features values versus their corresponding Shapley values. Categorical features are shown in grey and do not provide an actual-value scatter plot.\\n\\nNotes:\\n\\n* The Shapley Summary Plot only shows original features that are used in the model.\\n* The dataset sample size and the number of bins can be updated in the interpretation settings.\\n\\n',\n", " 'brief_description': 'SummaryShapleyExplainer.',\n", " 'model_types': ['iid', 'time_series'],\n", " 'can_explain': ['regression', 'binomial', 'multinomial'],\n", " 'explanation_scopes': ['global_scope'],\n", " 'explanations': [{'explanation_type': 'global-summary-feature-importance',\n", " 'name': 'GlobalSummaryFeatImpExplanation',\n", " 'category': '',\n", " 'scope': 'global',\n", " 'has_local': '',\n", " 'formats': []}],\n", " 'keywords': ['run-by-default', 'explains-feature-behavior', 'h2o-sonar'],\n", " 'parameters': [{'name': 'max_features',\n", " 'description': 'Maximum number of features to be shown in the plot.',\n", " 'comment': '',\n", " 'type': 'int',\n", " 'val': 50,\n", " 'predefined': [],\n", " 'tags': [],\n", " 'min_': 0.0,\n", " 'max_': 0.0,\n", " 'category': ''},\n", " {'name': 'sample_size',\n", " 'description': 'Sample size.',\n", " 'comment': '',\n", " 'type': 'int',\n", " 'val': 20000,\n", " 'predefined': [],\n", " 'tags': [],\n", " 'min_': 100,\n", " 'max_': 0.0,\n", " 'category': ''},\n", " {'name': 'x_shapley_resolution',\n", " 'description': 'x-axis resolution (number of Shapley values bins).',\n", " 'comment': '',\n", " 'type': 'int',\n", " 'val': 500,\n", " 'predefined': [],\n", " 'tags': [],\n", " 'min_': 100,\n", " 'max_': 0.0,\n", " 'category': ''},\n", " {'name': 'enable_drilldown_charts',\n", " 'description': 'Enable creation of per-feature Shapley/feature value scatter plots.',\n", " 'comment': '',\n", " 'type': 'bool',\n", " 'val': True,\n", " 'predefined': [],\n", " 'tags': [],\n", " 'min_': 0.0,\n", " 'max_': 0.0,\n", " 'category': ''},\n", " {'name': 'fast_approx_contribs',\n", " 'description': 'Speed up predictions with fast predictions and contributions approximations.',\n", " 'comment': '',\n", " 'type': 'bool',\n", " 'val': True,\n", " 'predefined': [],\n", " 'tags': [],\n", " 'min_': 0.0,\n", " 'max_': 0.0,\n", " 'category': ''}],\n", " 'metrics_meta': []}" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# parameters\n", "interpret.describe_explainer(SummaryShapleyExplainer)" ] }, { "cell_type": "markdown", "id": "b3ce4251-2fe6-4f04-a6df-9cbf2141ad65", "metadata": {}, "source": [ "## Interpretation" ] }, { "cell_type": "code", "execution_count": 4, "id": "8f313bd8-394e-4e26-af04-e72bfece1862", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "As of langchain-core 0.3.0, LangChain uses pydantic v2 internally. The langchain_core.pydantic_v1 module was a compatibility shim for pydantic v1, and should no longer be used. Please update the code to import from Pydantic directly.\n", "\n", "For example, replace imports like: `from langchain_core.pydantic_v1 import BaseModel`\n", "with: `from pydantic import BaseModel`\n", "or the v1 compatibility namespace if you are working in a code base that has not been fully upgraded to pydantic 2 yet. \tfrom pydantic.v1 import BaseModel\n", "\n", "As of langchain-core 0.3.0, LangChain uses pydantic v2 internally. The langchain.pydantic_v1 module was a compatibility shim for pydantic v1, and should no longer be used. Please update the code to import from Pydantic directly.\n", "\n", "For example, replace imports like: `from langchain.pydantic_v1 import BaseModel`\n", "with: `from pydantic import BaseModel`\n", "or the v1 compatibility namespace if you are working in a code base that has not been fully upgraded to pydantic 2 yet. \tfrom pydantic.v1 import BaseModel\n", "\n", "More than 20 figures have been opened. Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`). Consider using `matplotlib.pyplot.close()`.\n" ] } ], "source": [ "# scikit-learn model\n", "gradient_booster = GradientBoostingClassifier(learning_rate=0.1)\n", "gradient_booster.fit(X, y)\n", "\n", "# explainable model\n", "explainable_model = ModelApi().create_model(\n", " target_col=target_col,\n", " model_src=gradient_booster,\n", " used_features=X.columns.to_list()\n", ")\n", "\n", "interpretation = interpret.run_interpretation(\n", " dataset=df,\n", " model=explainable_model,\n", " target_col=target_col,\n", " results_location=results_location,\n", " log_level=logging.INFO,\n", " explainers=[\n", " commons.ExplainerToRun(\n", " explainer_id=SummaryShapleyExplainer.explainer_id(),\n", " params=\"\",\n", " )\n", " ]\n", ")" ] }, { "cell_type": "markdown", "id": "cc191c38-95f1-4637-80db-72ff792b3b37", "metadata": {}, "source": [ "## Interact with the Explainer Result" ] }, { "cell_type": "code", "execution_count": 5, "id": "1794bc18-61af-491a-9c19-9613e851731a", "metadata": {}, "outputs": [], "source": [ "# retrieve the result\n", "result = interpretation.get_explainer_result(SummaryShapleyExplainer.explainer_id())" ] }, { "cell_type": "code", "execution_count": 6, "id": "97158dce-3414-4c08-8ac8-b9c791155a52", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# open interpretation HTML report in web browser\n", "webbrowser.open(interpretation.result.get_html_report_location())" ] }, { "cell_type": "code", "execution_count": 7, "id": "9bdab895-2a8c-4ed4-b3cd-48750c1147d9", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'id': 'h2o_sonar.explainers.summary_shap_explainer.SummaryShapleyExplainer',\n", " 'name': 'SummaryShapleyExplainer',\n", " 'display_name': 'Shapley Summary Plot for Original Features (Kernel SHAP Method)',\n", " 'tagline': 'SummaryShapleyExplainer.',\n", " 'description': 'Shapley explanations are a technique with credible theoretical support that presents consistent global and local feature contributions.\\n\\nThe Shapley Summary Plot shows original features versus their local Shapley values on a sample of the dataset. Feature values are binned by Shapley values and the average normalized feature value for each bin is plotted. The legend corresponds to numeric features and maps to their normalized value - yellow is the lowest value and deep orange is the highest. You can also get a scatter plot of the actual numeric features values versus their corresponding Shapley values. Categorical features are shown in grey and do not provide an actual-value scatter plot.\\n\\nNotes:\\n\\n* The Shapley Summary Plot only shows original features that are used in the model.\\n* The dataset sample size and the number of bins can be updated in the interpretation settings.\\n\\n',\n", " 'brief_description': 'SummaryShapleyExplainer.',\n", " 'model_types': ['iid', 'time_series'],\n", " 'can_explain': ['regression', 'binomial', 'multinomial'],\n", " 'explanation_scopes': ['global_scope'],\n", " 'explanations': [{'explanation_type': 'global-summary-feature-importance',\n", " 'name': 'Shapley Summary Plot for Original Features',\n", " 'category': 'DAI MODEL',\n", " 'scope': 'global',\n", " 'has_local': None,\n", " 'formats': ['application/vnd.h2oai.json+datatable.jay',\n", " 'application/json',\n", " 'text/markdown']},\n", " {'explanation_type': 'global-html-fragment',\n", " 'name': 'Shapley Summary Plot for Original Features',\n", " 'category': 'DAI MODEL',\n", " 'scope': 'global',\n", " 'has_local': None,\n", " 'formats': ['text/html']}],\n", " 'keywords': ['run-by-default', 'explains-feature-behavior', 'h2o-sonar'],\n", " 'parameters': [{'name': 'max_features',\n", " 'description': 'Maximum number of features to be shown in the plot.',\n", " 'comment': '',\n", " 'type': 'int',\n", " 'val': 50,\n", " 'predefined': [],\n", " 'tags': [],\n", " 'min_': 0.0,\n", " 'max_': 0.0,\n", " 'category': ''},\n", " {'name': 'sample_size',\n", " 'description': 'Sample size.',\n", " 'comment': '',\n", " 'type': 'int',\n", " 'val': 20000,\n", " 'predefined': [],\n", " 'tags': [],\n", " 'min_': 100,\n", " 'max_': 0.0,\n", " 'category': ''},\n", " {'name': 'x_shapley_resolution',\n", " 'description': 'x-axis resolution (number of Shapley values bins).',\n", " 'comment': '',\n", " 'type': 'int',\n", " 'val': 500,\n", " 'predefined': [],\n", " 'tags': [],\n", " 'min_': 100,\n", " 'max_': 0.0,\n", " 'category': ''},\n", " {'name': 'enable_drilldown_charts',\n", " 'description': 'Enable creation of per-feature Shapley/feature value scatter plots.',\n", " 'comment': '',\n", " 'type': 'bool',\n", " 'val': True,\n", " 'predefined': [],\n", " 'tags': [],\n", " 'min_': 0.0,\n", " 'max_': 0.0,\n", " 'category': ''},\n", " {'name': 'fast_approx_contribs',\n", " 'description': 'Speed up predictions with fast predictions and contributions approximations.',\n", " 'comment': '',\n", " 'type': 'bool',\n", " 'val': True,\n", " 'predefined': [],\n", " 'tags': [],\n", " 'min_': 0.0,\n", " 'max_': 0.0,\n", " 'category': ''}],\n", " 'metrics_meta': []}" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# summary\n", "result.summary()" ] }, { "cell_type": "code", "execution_count": 8, "id": "9a9bebe0-18e2-496f-ac27-798cbd63c6b4", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'max_features': 50,\n", " 'sample_size': 20000,\n", " 'x_shapley_resolution': 500,\n", " 'enable_drilldown_charts': True,\n", " 'fast_approx_contribs': True}" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# parameters\n", "result.params()" ] }, { "cell_type": "markdown", "id": "3c15b17b-2941-488c-8c13-b3e962baef41", "metadata": {}, "source": [ "### Display the Shapley Shapley" ] }, { "cell_type": "code", "execution_count": 9, "id": "1ce467a4-e7e0-4354-8d7b-db2ff517ff8f", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
MARRIAGEBILL_AMT2AGEPAY_0PAY_AMT3EDUCATIONBILL_AMT3BILL_AMT5PAY_AMT5LIMIT_BALPAY_AMT6PAY_4BILL_AMT6PAY_AMT1bias
▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪
01.663920.7542290.525014−0.07699260.3434860.4593520.1736750.0163271−0.00919648−0.0213322−0.06728080.0943492−0.1060230.010494−1.44588
11.750750.3655960.311988−0.224273−0.1198050.04257410.1415380.26145−0.005072030.00920574−0.01626080.02130930.007645930.00946223−1.44588
21.791850.3791050.25219−0.257663−0.1442340.07114560.1531440.1903860.207591−0.0191975−0.04089220.01264690.00341155−0.0158366−1.44588
31.791850.345280.252297−0.257663−0.1442340.07114560.1697910.1904460.207591−0.0191975−0.04089220.01264690.00432853−0.0168906−1.44588
41.792420.4330880.248932−0.23324−0.1283220.07114560.1531440.1817550.207591−0.0193396−0.01630370.01264690.00780872−0.0122551−1.44588
51.791850.3791050.25219−0.257663−0.1442340.07114560.1531440.1903860.207591−0.0191975−0.04089220.01264690.00341155−0.0158366−1.44588
61.843250.3781510.149483−0.17116−0.1447350.115910.0972286−0.2637040.1974690.18672−0.04074820.01264690.0289509−0.089523−1.44588
71.77050.4308110.304604−0.2364410.3450560.3632890.139994−0.04227480.1301240.00971828−0.01245860.09434920.0151488−0.0012627−1.44588
81.786610.3807760.321885−0.23324−0.1283220.1053820.1531440.1536980.1870620.0740197−0.01630370.01264690.00461817−0.00961812−1.44588
90.887399−0.01377370.1137880.03265620.2428860.3768210.04015640.04630240.196936−0.0188685−0.00259130.1015910.00734594−0.0108075−1.44588
101.86080.3753090.361627−0.236432−0.1283220.1802560.1427840.3628270.1870620.2551240.002539120.01264690.005049630.00127701−1.44588
111.832660.3726490.35988−0.23322−0.1303090.07545470.151898−0.0514293−0.005072030.258542−0.01630370.0126469−0.0121005−0.14393−1.44588
121.860760.313640.317515−0.232394−0.1283220.1009580.1531440.271840.2075910.42002−0.07116890.01264690.004850990.00127695−1.44588
131.994880.2852820.342016−0.256149−0.1442340.05558130.1697910.1753410.0838827−0.0178721−0.09575740.01264690.00432853−0.0133385−1.44588
141.838750.345280.30161−0.256149−0.1442340.1052710.1697910.08727740.2075910.154961−0.04089220.01264690.00456134−0.0133385−1.44588
99950.7201470.9802180.122733−0.06125120.2280760.4586070.03901420.0681344−0.006858490.152334−0.01298810.103012−0.03983540.00129276−1.44588
99960.608979−0.0132730.735138−0.06125120.2084210.3638680.00175616−0.0213594−0.00607075−0.0215157−0.00259130.0929286−0.03881940.010494−1.44588
99971.838750.3721460.190154−0.171181−0.1439420.1038270.169405−0.188180.1885810.154961−0.04089220.01264690.00935096−0.0133385−1.44588
99980.6356870.9202190.537259−0.07942630.2280760.3459370.002764880.0131017−0.00336023−0.0200068−0.06785330.103012−0.0402040.00947798−1.44588
99991.838740.4059710.330204−0.230307−0.1393310.1039380.1527570.154330.1987030.154961−0.04009250.01264690.00416723−0.0122845−1.44588
\n", " \n", "
\n" ], "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# get the data for all features\n", "result.data()" ] }, { "cell_type": "code", "execution_count": 10, "id": "8e313464-5bec-4221-a36a-10c0be0ed2b0", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
PAY_0bias
▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪
0−0.0769926−1.44588
1−0.224273−1.44588
2−0.257663−1.44588
3−0.257663−1.44588
4−0.23324−1.44588
5−0.257663−1.44588
6−0.17116−1.44588
7−0.236441−1.44588
8−0.23324−1.44588
90.0326562−1.44588
10−0.236432−1.44588
11−0.23322−1.44588
12−0.232394−1.44588
13−0.256149−1.44588
14−0.256149−1.44588
9995−0.0612512−1.44588
9996−0.0612512−1.44588
9997−0.171181−1.44588
9998−0.0794263−1.44588
9999−0.230307−1.44588
\n", " \n", "
\n" ], "text/plain": [ "" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# get the data for only feature \"PAY_0\"\n", "result.data(feature_names=\"PAY_0\")" ] }, { "cell_type": "code", "execution_count": 11, "id": "7857678c-707c-4088-ae18-f10450d5e435", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
PAY_0AGEEDUCATIONbias
▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪▪
0−0.07699260.5250140.459352−1.44588
1−0.2242730.3119880.0425741−1.44588
2−0.2576630.252190.0711456−1.44588
3−0.2576630.2522970.0711456−1.44588
4−0.233240.2489320.0711456−1.44588
5−0.2576630.252190.0711456−1.44588
6−0.171160.1494830.11591−1.44588
7−0.2364410.3046040.363289−1.44588
8−0.233240.3218850.105382−1.44588
90.03265620.1137880.376821−1.44588
10−0.2364320.3616270.180256−1.44588
11−0.233220.359880.0754547−1.44588
12−0.2323940.3175150.100958−1.44588
13−0.2561490.3420160.0555813−1.44588
14−0.2561490.301610.105271−1.44588
9995−0.06125120.1227330.458607−1.44588
9996−0.06125120.7351380.363868−1.44588
9997−0.1711810.1901540.103827−1.44588
9998−0.07942630.5372590.345937−1.44588
9999−0.2303070.3302040.103938−1.44588
\n", " \n", "
\n" ], "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# get the data for \"PAY_0\", \"AGE and \"EDUCATION\"\n", "result.data(feature_names=[\"PAY_0\", \"AGE\", \"EDUCATION\"])" ] }, { "cell_type": "markdown", "id": "b35bedd0-1bef-4e33-815c-aa820bf9173e", "metadata": {}, "source": [ "### Plot the Summary Shapley" ] }, { "cell_type": "code", "execution_count": 12, "id": "922bb439-8081-4a74-96ba-98b943ff8a74", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "invalid value encountered in divide\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# plot summary shap for all features\n", "result.plot()" ] }, { "cell_type": "code", "execution_count": 13, "id": "cb904772-69d3-49cb-9c5e-e0f7f74d609e", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "invalid value encountered in divide\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# plot summary shap for \"PAY_0\", \"AGE and \"EDUCATION\"\n", "result.plot(feature_names=[\"PAY_0\", \"AGE\", \"EDUCATION\"])" ] }, { "cell_type": "markdown", "id": "14520b06-0ee0-453c-9bab-2582082f3de6", "metadata": {}, "source": [ "### Save the explainer log and data" ] }, { "cell_type": "code", "execution_count": 14, "id": "b5493dce-ad7d-4845-be03-cde7c8b35460", "metadata": {}, "outputs": [], "source": [ "# save the explainer log\n", "result.log(path=\"./summary-shapley-demo.log\")" ] }, { "cell_type": "code", "execution_count": 15, "id": "487136c2-8506-4b42-8c46-b2dd228dc788", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2026-01-29 16:28:24,384 INFO Summary Shapley explainer b33e9469-d080-404e-891c-4e2159d64a4c/a1b410cf-2b5d-473a-8295-ec5310f7277f raw MEANs (1)\n", "2026-01-29 16:28:24,384 INFO Summary Shapley explainer b33e9469-d080-404e-891c-4e2159d64a4c/a1b410cf-2b5d-473a-8295-ec5310f7277f raw CONTRIBs (1)\n" ] } ], "source": [ "!head summary-shapley-demo.log" ] }, { "cell_type": "code", "execution_count": 16, "id": "30da5f35-6d49-43b3-8a69-75dd89020830", "metadata": {}, "outputs": [], "source": [ "# save the explainer data\n", "result.zip(file_path=\"./summary-shapley-demo-archive.zip\")" ] }, { "cell_type": "code", "execution_count": 17, "id": "285bef94-1494-4abf-9203-0bd0bbbba2ec", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Archive: summary-shapley-demo-archive.zip\n", " Length Date Time Name\n", "--------- ---------- ----- ----\n", " 4129 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/result_descriptor.json\n", " 2 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/problems/problems_and_actions.json\n", " 110 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html.meta\n", " 142756 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_1_class_0.png\n", " 95488 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_5_class_0.png\n", " 87457 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_23_class_0.png\n", " 118236 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_12_class_0.png\n", " 8171 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/explanation.html\n", " 113752 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_14_class_0.png\n", " 63184 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_18_class_0.png\n", " 60161 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_16_class_0.png\n", " 515472 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_2_class_0.png\n", " 46324 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_21_class_0.png\n", " 141161 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_7_class_0.png\n", " 67801 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_11_class_0.png\n", " 105533 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_3_class_0.png\n", " 54315 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_0_class_0.png\n", " 88418 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_13_class_0.png\n", " 102329 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_6_class_0.png\n", " 110064 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_8_class_0.png\n", " 64975 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_15_class_0.png\n", " 55739 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_20_class_0.png\n", " 105161 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_17_class_0.png\n", " 105147 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_10_class_0.png\n", " 107995 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_9_class_0.png\n", " 64734 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_4_class_0.png\n", " 74449 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_22_class_0.png\n", " 498794 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/feature_19_class_0.png\n", " 637955 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_html_fragment/text_html/shapley-class-0.png\n", " 289 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/log/explainer_run_a1b410cf-2b5d-473a-8295-ec5310f7277f.log\n", " 2002376 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/work/raw_shapley_contribs_class_0.jay\n", " 1059 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/work/raw_shapley_contribs_index.json\n", " 141 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/work/report.md\n", " 637955 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/work/shapley-class-0.png\n", " 2 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/insights/insights_and_actions.json\n", " 199 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_vnd_h2oai_json_datatable_jay.meta\n", " 157 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json.meta\n", " 122 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/text_markdown.meta\n", " 1159 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_vnd_h2oai_json_datatable_jay/explanation.json\n", " 419600 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_vnd_h2oai_json_datatable_jay/summary_feature_importance_class_0.jay\n", " 142756 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_1_class_0.png\n", " 2581 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/explanation.json\n", " 95488 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_5_class_0.png\n", " 87457 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_23_class_0.png\n", " 118236 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_12_class_0.png\n", " 816165 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/summary_feature_importance_class_0_offset_1.json\n", " 113752 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_14_class_0.png\n", " 63184 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_18_class_0.png\n", " 60161 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_16_class_0.png\n", " 515472 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_2_class_0.png\n", " 328632 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/summary_feature_importance_class_0_offset_2.json\n", " 46324 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_21_class_0.png\n", " 141161 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_7_class_0.png\n", " 67801 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_11_class_0.png\n", " 105533 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_3_class_0.png\n", " 54315 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_0_class_0.png\n", " 88418 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_13_class_0.png\n", " 102329 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_6_class_0.png\n", " 110064 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_8_class_0.png\n", " 64975 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_15_class_0.png\n", " 55739 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_20_class_0.png\n", " 105161 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_17_class_0.png\n", " 105147 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_10_class_0.png\n", " 831317 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/summary_feature_importance_class_0_offset_0.json\n", " 107995 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_9_class_0.png\n", " 64734 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_4_class_0.png\n", " 74449 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_22_class_0.png\n", " 498794 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/application_json/feature_19_class_0.png\n", " 141 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/text_markdown/explanation.md\n", " 637955 2026-01-29 16:28 explainer_h2o_sonar_explainers_summary_shap_explainer_SummaryShapleyExplainer_a1b410cf-2b5d-473a-8295-ec5310f7277f/global_summary_feature_importance/text_markdown/shapley-class-0.png\n", "--------- -------\n", " 12309107 70 files\n" ] } ], "source": [ "!unzip -l summary-shapley-demo-archive.zip" ] }, { "cell_type": "code", "execution_count": null, "id": "7cdda8ee-b176-46be-ab66-55ca631371ac", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "H2O Sonar", "language": "python", "name": "h2o-sonar" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.11" } }, "nbformat": 4, "nbformat_minor": 5 }