\n",
" Visualization omitted, Javascript library not loaded! \n",
" Have you run `initjs()` in this notebook? If this notebook was from another\n",
" user you must also trust this notebook (File -> Trust notebook). If you are viewing\n",
" this notebook on github the Javascript has been stripped for security. If you are using\n",
" JupyterLab this error is because a JupyterLab extension has not yet been written.\n",
"
\n",
" "
],
"text/plain": [
""
]
},
"execution_count": 81,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"shap.initjs()\n",
"shap.force_plot(explainer.expected_value, shap_values[3,:], X.iloc[3,:])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The above explanation shows features each contributing to push the model output from the base value (the average model output over the training dataset we passed) to the model output. Features pushing the prediction higher are shown in red, those pushing the prediction lower are in blue"
]
},
{
"cell_type": "code",
"execution_count": 82,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Probability of class 1 = 0.6404\n",
"Formula raw prediction = 0.5772\n"
]
}
],
"source": [
"object_predictions(model, X.iloc[91,:])"
]
},
{
"cell_type": "code",
"execution_count": 83,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"
\n",
" Visualization omitted, Javascript library not loaded! \n",
" Have you run `initjs()` in this notebook? If this notebook was from another\n",
" user you must also trust this notebook (File -> Trust notebook). If you are viewing\n",
" this notebook on github the Javascript has been stripped for security. If you are using\n",
" JupyterLab this error is because a JupyterLab extension has not yet been written.\n",
"
\n",
" "
],
"text/plain": [
""
]
},
"execution_count": 83,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import shap\n",
"shap.initjs()\n",
"shap.force_plot(explainer.expected_value, shap_values[91,:], X.iloc[91,:])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"To get an overview of which features are most important for a model we can plot the SHAP values of every feature for every sample. The plot below sorts features by the sum of SHAP value magnitudes over all samples, and uses SHAP values to show the distribution of the impacts each feature has on the model output. The color represents the feature value (red high, blue low)."
]
},
{
"cell_type": "code",
"execution_count": 84,
"metadata": {},
"outputs": [
{
"data": {
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\n",
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