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    "# Diabetes regression with scikit-learn\n",
    "\n",
    "This uses the model-agnostic KernelExplainer and the TreeExplainer to explain several different regression models trained on a small diabetes dataset. This notebook is meant to give examples of how to use KernelExplainer for various models."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
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       "change:{phasedRegistrationNames:{bubbled:\"onChange\",captured:\"onChangeCapture\"},dependencies:[\"topBlur\",\"topChange\",\"topClick\",\"topFocus\",\"topInput\",\"topKeyDown\",\"topKeyUp\",\"topSelectionChange\"]}},S=null,N=null,A=null,P=null,O=!1;b.canUseDOM&&(O=k(\"change\")&&(!document.documentMode||document.documentMode>8));var I=!1;b.canUseDOM&&(I=k(\"input\")&&(!document.documentMode||document.documentMode>11));var D={get:function(){return P.get.call(this)},set:function(t){A=\"\"+t,P.set.call(this,t)}},R={eventTypes:T,extractEvents:function(t,e,n,i){var o,a,u=e?x.getNodeFromInstance(e):window;if(r(u)?O?o=c:a=s:E(u)?I?o=h:(o=v,a=d):g(u)&&(o=y),o){var l=o(t,e);if(l){var f=C.getPooled(T.change,l,n,i);return f.type=\"change\",_.accumulateTwoPhaseDispatches(f),f}}a&&a(t,u,e)}};t.exports=R},function(t,e,n){\"use strict\";var r=n(2),i=n(20),o=n(6),a=n(322),u=n(9),c=(n(0),{dangerouslyReplaceNodeWithMarkup:function(t,e){if(o.canUseDOM?void 0:r(\"56\"),e?void 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p=n.relatedTarget||n.toElement;f=p?i.getClosestInstanceFromNode(p):null}else l=null,f=e;if(l===f)return null;var h=null==l?c:i.getNodeFromInstance(l),d=null==f?c:i.getNodeFromInstance(f),v=o.getPooled(a.mouseLeave,l,n,u);v.type=\"mouseleave\",v.target=h,v.relatedTarget=d;var g=o.getPooled(a.mouseEnter,f,n,u);return g.type=\"mouseenter\",g.target=d,g.relatedTarget=h,r.accumulateEnterLeaveDispatches(v,g,l,f),[v,g]}};t.exports=u},function(t,e,n){\"use strict\";var r={topAbort:null,topAnimationEnd:null,topAnimationIteration:null,topAnimationStart:null,topBlur:null,topCanPlay:null,topCanPlayThrough:null,topChange:null,topClick:null,topCompositionEnd:null,topCompositionStart:null,topCompositionUpdate:null,topContextMenu:null,topCopy:null,topCut:null,topDoubleClick:null,topDrag:null,topDragEnd:null,topDragEnter:null,topDragExit:null,topDragLeave:null,topDragOver:null,topDragStart:null,topDrop:null,topDurationChange:null,topEmptied:null,topEncrypted:null,topEnded:null,topError:null,topFocus:null,topInput:null,topInvalid:null,topKeyDown:null,topKeyPress:null,topKeyUp:null,topLoad:null,topLoadedData:null,topLoadedMetadata:null,topLoadStart:null,topMouseDown:null,topMouseMove:null,topMouseOut:null,topMouseOver:null,topMouseUp:null,topPaste:null,topPause:null,topPlay:null,topPlaying:null,topProgress:null,topRateChange:null,topReset:null,topScroll:null,topSeeked:null,topSeeking:null,topSelectionChange:null,topStalled:null,topSubmit:null,topSuspend:null,topTextInput:null,topTimeUpdate:null,topTouchCancel:null,topTouchEnd:null,topTouchMove:null,topTouchStart:null,topTransitionEnd:null,topVolumeChange:null,topWaiting:null,topWheel:null},i={topLevelTypes:r};t.exports=i},function(t,e,n){\"use 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r=n(80),i=n(350),o={processChildrenUpdates:i.dangerouslyProcessChildrenUpdates,replaceNodeWithMarkup:r.dangerouslyReplaceNodeWithMarkup};t.exports=o},function(t,e,n){\"use strict\";function r(t){}function i(t,e){}function o(t){return!(!t.prototype||!t.prototype.isReactComponent)}function a(t){return!(!t.prototype||!t.prototype.isPureReactComponent)}var u=n(2),c=n(3),s=n(26),l=n(85),f=n(15),p=n(86),h=n(40),d=(n(10),n(164)),v=n(24),g=n(38),y=(n(0),n(79)),m=n(94),_=(n(1),{ImpureClass:0,PureClass:1,StatelessFunctional:2});r.prototype.render=function(){var t=h.get(this)._currentElement.type,e=t(this.props,this.context,this.updater);return i(t,e),e};var 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o,a=r.checkpoint();try{o=this.performInitialMount(t,e,n,r,i)}catch(u){r.rollback(a),this._instance.unstable_handleError(u),this._pendingStateQueue&&(this._instance.state=this._processPendingState(this._instance.props,this._instance.context)),a=r.checkpoint(),this._renderedComponent.unmountComponent(!0),r.rollback(a),o=this.performInitialMount(t,e,n,r,i)}return o},performInitialMount:function(t,e,n,r,i){var o=this._instance,a=0;o.componentWillMount&&(o.componentWillMount(),this._pendingStateQueue&&(o.state=this._processPendingState(o.props,o.context))),void 0===t&&(t=this._renderValidatedComponent());var u=d.getType(t);this._renderedNodeType=u;var c=this._instantiateReactComponent(t,u!==d.EMPTY);this._renderedComponent=c;var s=v.mountComponent(c,r,e,n,this._processChildContext(i),a);return s},getHostNode:function(){return v.getHostNode(this._renderedComponent)},unmountComponent:function(t){if(this._renderedComponent){var e=this._instance;if(e.componentWillUnmount&&!e._calledComponentWillUnmount)if(e._calledComponentWillUnmount=!0,t){var n=this.getName()+\".componentWillUnmount()\";p.invokeGuardedCallback(n,e.componentWillUnmount.bind(e))}else e.componentWillUnmount();this._renderedComponent&&(v.unmountComponent(this._renderedComponent,t),this._renderedNodeType=null,this._renderedComponent=null,this._instance=null),this._pendingStateQueue=null,this._pendingReplaceState=!1,this._pendingForceUpdate=!1,this._pendingCallbacks=null,this._pendingElement=null,this._context=null,this._rootNodeID=0,this._topLevelWrapper=null,h.remove(e)}},_maskContext:function(t){var e=this._currentElement.type,n=e.contextTypes;if(!n)return g;var r={};for(var i in n)r[i]=t[i];return r},_processContext:function(t){var e=this._maskContext(t);return e},_processChildContext:function(t){var e,n=this._currentElement.type,r=this._instance;if(r.getChildContext&&(e=r.getChildContext()),e){\"object\"!=typeof n.childContextTypes?u(\"107\",this.getName()||\"ReactCompositeComponent\"):void 0;for(var i in e)i in n.childContextTypes?void 0:u(\"108\",this.getName()||\"ReactCompositeComponent\",i);return c({},t,e)}return t},_checkContextTypes:function(t,e,n){},receiveComponent:function(t,e,n){var r=this._currentElement,i=this._context;this._pendingElement=null,this.updateComponent(e,r,t,i,n)},performUpdateIfNecessary:function(t){null!=this._pendingElement?v.receiveComponent(this,this._pendingElement,t,this._context):null!==this._pendingStateQueue||this._pendingForceUpdate?this.updateComponent(t,this._currentElement,this._currentElement,this._context,this._context):this._updateBatchNumber=null},updateComponent:function(t,e,n,r,i){var o=this._instance;null==o?u(\"136\",this.getName()||\"ReactCompositeComponent\"):void 0;var a,c=!1;this._context===i?a=o.context:(a=this._processContext(i),c=!0);var s=e.props,l=n.props;e!==n&&(c=!0),c&&o.componentWillReceiveProps&&o.componentWillReceiveProps(l,a);var f=this._processPendingState(l,a),p=!0;this._pendingForceUpdate||(o.shouldComponentUpdate?p=o.shouldComponentUpdate(l,f,a):this._compositeType===_.PureClass&&(p=!y(s,l)||!y(o.state,f))),this._updateBatchNumber=null,p?(this._pendingForceUpdate=!1,this._performComponentUpdate(n,l,f,a,t,i)):(this._currentElement=n,this._context=i,o.props=l,o.state=f,o.context=a)},_processPendingState:function(t,e){var n=this._instance,r=this._pendingStateQueue,i=this._pendingReplaceState;if(this._pendingReplaceState=!1,this._pendingStateQueue=null,!r)return n.state;if(i&&1===r.length)return r[0];for(var o=c({},i?r[0]:n.state),a=i?1:0;a<r.length;a++){var u=r[a];c(o,\"function\"==typeof u?u.call(n,o,t,e):u)}return o},_performComponentUpdate:function(t,e,n,r,i,o){var a,u,c,s=this._instance,l=Boolean(s.componentDidUpdate);l&&(a=s.props,u=s.state,c=s.context),s.componentWillUpdate&&s.componentWillUpdate(e,n,r),this._currentElement=t,this._context=o,s.props=e,s.state=n,s.context=r,this._updateRenderedComponent(i,o),l&&i.getReactMountReady().enqueue(s.componentDidUpdate.bind(s,a,u,c),s)},_updateRenderedComponent:function(t,e){var n=this._renderedComponent,r=n._currentElement,i=this._renderValidatedComponent(),o=0;if(m(r,i))v.receiveComponent(n,i,t,this._processChildContext(e));else{var a=v.getHostNode(n);v.unmountComponent(n,!1);var u=d.getType(i);this._renderedNodeType=u;var c=this._instantiateReactComponent(i,u!==d.EMPTY);this._renderedComponent=c;var s=v.mountComponent(c,t,this._hostParent,this._hostContainerInfo,this._processChildContext(e),o);this._replaceNodeWithMarkup(a,s,n)}},_replaceNodeWithMarkup:function(t,e,n){l.replaceNodeWithMarkup(t,e,n)},_renderValidatedComponentWithoutOwnerOrContext:function(){var t,e=this._instance;return t=e.render()},_renderValidatedComponent:function(){var t;if(this._compositeType!==_.StatelessFunctional){f.current=this;try{t=this._renderValidatedComponentWithoutOwnerOrContext()}finally{f.current=null}}else t=this._renderValidatedComponentWithoutOwnerOrContext();return null===t||t===!1||s.isValidElement(t)?void 0:u(\"109\",this.getName()||\"ReactCompositeComponent\"),t},attachRef:function(t,e){var n=this.getPublicInstance();null==n?u(\"110\"):void 0;var r=e.getPublicInstance(),i=n.refs===g?n.refs={}:n.refs;i[t]=r},detachRef:function(t){var e=this.getPublicInstance().refs;delete e[t]},getName:function(){var t=this._currentElement.type,e=this._instance&&this._instance.constructor;return t.displayName||e&&e.displayName||t.name||e&&e.name||null},getPublicInstance:function(){var t=this._instance;return this._compositeType===_.StatelessFunctional?null:t},_instantiateReactComponent:null};t.exports=x},function(t,e,n){\"use strict\";var r=n(4),i=n(358),o=n(163),a=n(24),u=n(12),c=n(371),s=n(387),l=n(167),f=n(395);n(1);i.inject();var p={findDOMNode:s,render:o.render,unmountComponentAtNode:o.unmountComponentAtNode,version:c,unstable_batchedUpdates:u.batchedUpdates,unstable_renderSubtreeIntoContainer:f};\"undefined\"!=typeof __REACT_DEVTOOLS_GLOBAL_HOOK__&&\"function\"==typeof __REACT_DEVTOOLS_GLOBAL_HOOK__.inject&&__REACT_DEVTOOLS_GLOBAL_HOOK__.inject({ComponentTree:{getClosestInstanceFromNode:r.getClosestInstanceFromNode,getNodeFromInstance:function(t){return t._renderedComponent&&(t=l(t)),t?r.getNodeFromInstance(t):null}},Mount:o,Reconciler:a});t.exports=p},function(t,e,n){\"use strict\";function r(t){if(t){var e=t._currentElement._owner||null;if(e){var n=e.getName();if(n)return\" This DOM node was rendered by `\"+n+\"`.\"}}return\"\"}function i(t,e){e&&(G[t._tag]&&(null!=e.children||null!=e.dangerouslySetInnerHTML?v(\"137\",t._tag,t._currentElement._owner?\" Check the render method of 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q)q.hasOwnProperty(n)&&t._wrapperState.listeners.push(k.trapBubbledEvent(n,q[n],e));break;case\"source\":t._wrapperState.listeners=[k.trapBubbledEvent(\"topError\",\"error\",e)];break;case\"img\":t._wrapperState.listeners=[k.trapBubbledEvent(\"topError\",\"error\",e),k.trapBubbledEvent(\"topLoad\",\"load\",e)];break;case\"form\":t._wrapperState.listeners=[k.trapBubbledEvent(\"topReset\",\"reset\",e),k.trapBubbledEvent(\"topSubmit\",\"submit\",e)];break;case\"input\":case\"select\":case\"textarea\":t._wrapperState.listeners=[k.trapBubbledEvent(\"topInvalid\",\"invalid\",e)]}}function f(){A.postUpdateWrapper(this)}function p(t){Z.call(X,t)||($.test(t)?void 0:v(\"65\",t),X[t]=!0)}function h(t,e){return t.indexOf(\"-\")>=0||null!=e.is}function d(t){var e=t.type;p(e),this._currentElement=t,this._tag=e.toLowerCase(),this._namespaceURI=null,this._renderedChildren=null,this._previousStyle=null,this._previousStyleCopy=null,this._hostNode=null,this._hostParent=null,this._rootNodeID=0,this._domID=0,this._hostContainerInfo=null,this._wrapperState=null,this._topLevelWrapper=null,this._flags=0}var v=n(2),g=n(3),y=n(332),m=n(334),_=n(20),b=n(81),x=n(21),w=n(156),C=n(22),M=n(82),k=n(51),E=n(157),T=n(4),S=n(351),N=n(352),A=n(158),P=n(355),O=(n(10),n(364)),I=n(369),D=(n(9),n(54)),R=(n(0),n(93),n(79),n(95),n(1),E),L=C.deleteListener,U=T.getNodeFromInstance,F=k.listenTo,j=M.registrationNameModules,B={string:!0,number:!0},W=\"style\",V=\"__html\",z={children:null,dangerouslySetInnerHTML:null,suppressContentEditableWarning:null},H=11,q={topAbort:\"abort\",topCanPlay:\"canplay\",topCanPlayThrough:\"canplaythrough\",topDurationChange:\"durationchange\",topEmptied:\"emptied\",topEncrypted:\"encrypted\",topEnded:\"ended\",topError:\"error\",topLoadedData:\"loadeddata\",topLoadedMetadata:\"loadedmetadata\",topLoadStart:\"loadstart\",topPause:\"pause\",topPlay:\"play\",topPlaying:\"playing\",topProgress:\"progress\",topRateChange:\"ratechange\",topSeeked:\"seeked\",topSeeking:\"seeking\",topStalled:\"stalled\",topSuspend:\"suspend\",topTimeUpdate:\"timeupdate\",topVolumeChange:\"volumechange\",topWaiting:\"waiting\"},Y={area:!0,base:!0,br:!0,col:!0,embed:!0,hr:!0,img:!0,input:!0,keygen:!0,link:!0,meta:!0,param:!0,source:!0,track:!0,wbr:!0},K={listing:!0,pre:!0,textarea:!0},G=g({menuitem:!0},Y),$=/^[a-zA-Z][a-zA-Z:_\\.\\-\\d]*$/,X={},Z={}.hasOwnProperty,Q=1;d.displayName=\"ReactDOMComponent\",d.Mixin={mountComponent:function(t,e,n,r){this._rootNodeID=Q++,this._domID=n._idCounter++,this._hostParent=e,this._hostContainerInfo=n;var o=this._currentElement.props;switch(this._tag){case\"audio\":case\"form\":case\"iframe\":case\"img\":case\"link\":case\"object\":case\"source\":case\"video\":this._wrapperState={listeners:null},t.getReactMountReady().enqueue(l,this);break;case\"input\":S.mountWrapper(this,o,e),o=S.getHostProps(this,o),t.getReactMountReady().enqueue(l,this);break;case\"option\":N.mountWrapper(this,o,e),o=N.getHostProps(this,o);break;case\"select\":A.mountWrapper(this,o,e),o=A.getHostProps(this,o),t.getReactMountReady().enqueue(l,this);break;case\"textarea\":P.mountWrapper(this,o,e),o=P.getHostProps(this,o),t.getReactMountReady().enqueue(l,this)}i(this,o);var a,f;null!=e?(a=e._namespaceURI,f=e._tag):n._tag&&(a=n._namespaceURI,f=n._tag),(null==a||a===b.svg&&\"foreignobject\"===f)&&(a=b.html),a===b.html&&(\"svg\"===this._tag?a=b.svg:\"math\"===this._tag&&(a=b.mathml)),this._namespaceURI=a;var p;if(t.useCreateElement){var h,d=n._ownerDocument;if(a===b.html)if(\"script\"===this._tag){var v=d.createElement(\"div\"),g=this._currentElement.type;v.innerHTML=\"<\"+g+\"></\"+g+\">\",h=v.removeChild(v.firstChild)}else h=o.is?d.createElement(this._currentElement.type,o.is):d.createElement(this._currentElement.type);else h=d.createElementNS(a,this._currentElement.type);T.precacheNode(this,h),this._flags|=R.hasCachedChildNodes,this._hostParent||w.setAttributeForRoot(h),this._updateDOMProperties(null,o,t);var m=_(h);this._createInitialChildren(t,o,r,m),p=m}else{var x=this._createOpenTagMarkupAndPutListeners(t,o),C=this._createContentMarkup(t,o,r);p=!C&&Y[this._tag]?x+\"/>\":x+\">\"+C+\"</\"+this._currentElement.type+\">\"}switch(this._tag){case\"input\":t.getReactMountReady().enqueue(u,this),o.autoFocus&&t.getReactMountReady().enqueue(y.focusDOMComponent,this);break;case\"textarea\":t.getReactMountReady().enqueue(c,this),o.autoFocus&&t.getReactMountReady().enqueue(y.focusDOMComponent,this);break;case\"select\":o.autoFocus&&t.getReactMountReady().enqueue(y.focusDOMComponent,this);break;case\"button\":o.autoFocus&&t.getReactMountReady().enqueue(y.focusDOMComponent,this);break;case\"option\":t.getReactMountReady().enqueue(s,this)}return p},_createOpenTagMarkupAndPutListeners:function(t,e){var n=\"<\"+this._currentElement.type;for(var r in e)if(e.hasOwnProperty(r)){var i=e[r];if(null!=i)if(j.hasOwnProperty(r))i&&o(this,r,i,t);else{r===W&&(i&&(i=this._previousStyleCopy=g({},e.style)),i=m.createMarkupForStyles(i,this));var a=null;null!=this._tag&&h(this._tag,e)?z.hasOwnProperty(r)||(a=w.createMarkupForCustomAttribute(r,i)):a=w.createMarkupForProperty(r,i),a&&(n+=\" \"+a)}}return t.renderToStaticMarkup?n:(this._hostParent||(n+=\" \"+w.createMarkupForRoot()),n+=\" \"+w.createMarkupForID(this._domID))},_createContentMarkup:function(t,e,n){var r=\"\",i=e.dangerouslySetInnerHTML;if(null!=i)null!=i.__html&&(r=i.__html);else{var o=B[typeof e.children]?e.children:null,a=null!=o?null:e.children;if(null!=o)r=D(o);else if(null!=a){var u=this.mountChildren(a,t,n);r=u.join(\"\")}}return K[this._tag]&&\"\\n\"===r.charAt(0)?\"\\n\"+r:r},_createInitialChildren:function(t,e,n,r){var i=e.dangerouslySetInnerHTML;if(null!=i)null!=i.__html&&_.queueHTML(r,i.__html);else{var o=B[typeof e.children]?e.children:null,a=null!=o?null:e.children;if(null!=o)\"\"!==o&&_.queueText(r,o);else if(null!=a)for(var u=this.mountChildren(a,t,n),c=0;c<u.length;c++)_.queueChild(r,u[c])}},receiveComponent:function(t,e,n){var r=this._currentElement;this._currentElement=t,this.updateComponent(e,r,t,n)},updateComponent:function(t,e,n,r){var o=e.props,a=this._currentElement.props;switch(this._tag){case\"input\":o=S.getHostProps(this,o),a=S.getHostProps(this,a);break;case\"option\":o=N.getHostProps(this,o),a=N.getHostProps(this,a);break;case\"select\":o=A.getHostProps(this,o),a=A.getHostProps(this,a);break;case\"textarea\":o=P.getHostProps(this,o),a=P.getHostProps(this,a)}switch(i(this,a),this._updateDOMProperties(o,a,t),this._updateDOMChildren(o,a,t,r),this._tag){case\"input\":S.updateWrapper(this);break;case\"textarea\":P.updateWrapper(this);break;case\"select\":t.getReactMountReady().enqueue(f,this)}},_updateDOMProperties:function(t,e,n){var r,i,a;for(r in t)if(!e.hasOwnProperty(r)&&t.hasOwnProperty(r)&&null!=t[r])if(r===W){var u=this._previousStyleCopy;for(i in u)u.hasOwnProperty(i)&&(a=a||{},a[i]=\"\");this._previousStyleCopy=null}else j.hasOwnProperty(r)?t[r]&&L(this,r):h(this._tag,t)?z.hasOwnProperty(r)||w.deleteValueForAttribute(U(this),r):(x.properties[r]||x.isCustomAttribute(r))&&w.deleteValueForProperty(U(this),r);for(r in e){var c=e[r],s=r===W?this._previousStyleCopy:null!=t?t[r]:void 0;if(e.hasOwnProperty(r)&&c!==s&&(null!=c||null!=s))if(r===W)if(c?c=this._previousStyleCopy=g({},c):this._previousStyleCopy=null,s){for(i in s)!s.hasOwnProperty(i)||c&&c.hasOwnProperty(i)||(a=a||{},a[i]=\"\");for(i in c)c.hasOwnProperty(i)&&s[i]!==c[i]&&(a=a||{},a[i]=c[i])}else a=c;else if(j.hasOwnProperty(r))c?o(this,r,c,n):s&&L(this,r);else if(h(this._tag,e))z.hasOwnProperty(r)||w.setValueForAttribute(U(this),r,c);else if(x.properties[r]||x.isCustomAttribute(r)){var l=U(this);null!=c?w.setValueForProperty(l,r,c):w.deleteValueForProperty(l,r)}}a&&m.setValueForStyles(U(this),a,this)},_updateDOMChildren:function(t,e,n,r){var i=B[typeof t.children]?t.children:null,o=B[typeof e.children]?e.children:null,a=t.dangerouslySetInnerHTML&&t.dangerouslySetInnerHTML.__html,u=e.dangerouslySetInnerHTML&&e.dangerouslySetInnerHTML.__html,c=null!=i?null:t.children,s=null!=o?null:e.children,l=null!=i||null!=a,f=null!=o||null!=u;null!=c&&null==s?this.updateChildren(null,n,r):l&&!f&&this.updateTextContent(\"\"),null!=o?i!==o&&this.updateTextContent(\"\"+o):null!=u?a!==u&&this.updateMarkup(\"\"+u):null!=s&&this.updateChildren(s,n,r)},getHostNode:function(){return U(this)},unmountComponent:function(t){switch(this._tag){case\"audio\":case\"form\":case\"iframe\":case\"img\":case\"link\":case\"object\":case\"source\":case\"video\":var e=this._wrapperState.listeners;if(e)for(var n=0;n<e.length;n++)e[n].remove();break;case\"html\":case\"head\":case\"body\":v(\"66\",this._tag)}this.unmountChildren(t),T.uncacheNode(this),C.deleteAllListeners(this),this._rootNodeID=0,this._domID=0,this._wrapperState=null},getPublicInstance:function(){return U(this)}},g(d.prototype,d.Mixin,O.Mixin),t.exports=d},function(t,e,n){\"use strict\";function r(t,e){var n={_topLevelWrapper:t,_idCounter:1,_ownerDocument:e?e.nodeType===i?e:e.ownerDocument:null,_node:e,_tag:e?e.nodeName.toLowerCase():null,_namespaceURI:e?e.namespaceURI:null};return n}var i=(n(95),9);t.exports=r},function(t,e,n){\"use strict\";var r=n(3),i=n(20),o=n(4),a=function(t){this._currentElement=null,this._hostNode=null,this._hostParent=null,this._hostContainerInfo=null,this._domID=0};r(a.prototype,{mountComponent:function(t,e,n,r){var a=n._idCounter++;this._domID=a,this._hostParent=e,this._hostContainerInfo=n;var u=\" react-empty: \"+this._domID+\" \";if(t.useCreateElement){var c=n._ownerDocument,s=c.createComment(u);return o.precacheNode(this,s),i(s)}return t.renderToStaticMarkup?\"\":\"<!--\"+u+\"-->\"},receiveComponent:function(){},getHostNode:function(){return o.getNodeFromInstance(this)},unmountComponent:function(){o.uncacheNode(this)}}),t.exports=a},function(t,e,n){\"use strict\";var r={useCreateElement:!0,useFiber:!1};t.exports=r},function(t,e,n){\"use strict\";var r=n(80),i=n(4),o={dangerouslyProcessChildrenUpdates:function(t,e){var n=i.getNodeFromInstance(t);r.processUpdates(n,e)}};t.exports=o},function(t,e,n){\"use strict\";function r(){this._rootNodeID&&f.updateWrapper(this)}function i(t){var e=this._currentElement.props,n=c.executeOnChange(e,t);l.asap(r,this);var i=e.name;if(\"radio\"===e.type&&null!=i){for(var a=s.getNodeFromInstance(this),u=a;u.parentNode;)u=u.parentNode;for(var f=u.querySelectorAll(\"input[name=\"+JSON.stringify(\"\"+i)+'][type=\"radio\"]'),p=0;p<f.length;p++){var h=f[p];if(h!==a&&h.form===a.form){var d=s.getInstanceFromNode(h);d?void 0:o(\"90\"),l.asap(r,d)}}}return n}var o=n(2),a=n(3),u=n(156),c=n(84),s=n(4),l=n(12),f=(n(0),n(1),{getHostProps:function(t,e){var n=c.getValue(e),r=c.getChecked(e),i=a({type:void 0,step:void 0,min:void 0,max:void 0},e,{defaultChecked:void 0,defaultValue:void 0,value:null!=n?n:t._wrapperState.initialValue,checked:null!=r?r:t._wrapperState.initialChecked,onChange:t._wrapperState.onChange});return i},mountWrapper:function(t,e){var n=e.defaultValue;t._wrapperState={initialChecked:null!=e.checked?e.checked:e.defaultChecked,initialValue:null!=e.value?e.value:n,listeners:null,onChange:i.bind(t)}},updateWrapper:function(t){var e=t._currentElement.props,n=e.checked;null!=n&&u.setValueForProperty(s.getNodeFromInstance(t),\"checked\",n||!1);var r=s.getNodeFromInstance(t),i=c.getValue(e);if(null!=i){var o=\"\"+i;o!==r.value&&(r.value=o)}else null==e.value&&null!=e.defaultValue&&r.defaultValue!==\"\"+e.defaultValue&&(r.defaultValue=\"\"+e.defaultValue),null==e.checked&&null!=e.defaultChecked&&(r.defaultChecked=!!e.defaultChecked)},postMountWrapper:function(t){var e=t._currentElement.props,n=s.getNodeFromInstance(t);switch(e.type){case\"submit\":case\"reset\":break;case\"color\":case\"date\":case\"datetime\":case\"datetime-local\":case\"month\":case\"time\":case\"week\":n.value=\"\",n.value=n.defaultValue;break;default:n.value=n.value}var r=n.name;\"\"!==r&&(n.name=\"\"),n.defaultChecked=!n.defaultChecked,n.defaultChecked=!n.defaultChecked,\"\"!==r&&(n.name=r)}});t.exports=f},function(t,e,n){\"use strict\";function r(t){var e=\"\";return o.Children.forEach(t,function(t){null!=t&&(\"string\"==typeof t||\"number\"==typeof t?e+=t:c||(c=!0))}),e}var i=n(3),o=n(26),a=n(4),u=n(158),c=(n(1),!1),s={mountWrapper:function(t,e,n){var i=null;if(null!=n){var o=n;\"optgroup\"===o._tag&&(o=o._hostParent),null!=o&&\"select\"===o._tag&&(i=u.getSelectValueContext(o))}var a=null;if(null!=i){var c;if(c=null!=e.value?e.value+\"\":r(e.children),a=!1,Array.isArray(i)){for(var s=0;s<i.length;s++)if(\"\"+i[s]===c){a=!0;break}}else a=\"\"+i===c}t._wrapperState={selected:a}},postMountWrapper:function(t){var e=t._currentElement.props;if(null!=e.value){var n=a.getNodeFromInstance(t);n.setAttribute(\"value\",e.value)}},getHostProps:function(t,e){var n=i({selected:void 0,children:void 0},e);null!=t._wrapperState.selected&&(n.selected=t._wrapperState.selected);var o=r(e.children);return o&&(n.children=o),n}};t.exports=s},function(t,e,n){\"use strict\";function r(t,e,n,r){return t===n&&e===r}function i(t){var e=document.selection,n=e.createRange(),r=n.text.length,i=n.duplicate();i.moveToElementText(t),i.setEndPoint(\"EndToStart\",n);var o=i.text.length,a=o+r;return{start:o,end:a}}function o(t){var e=window.getSelection&&window.getSelection();if(!e||0===e.rangeCount)return null;var n=e.anchorNode,i=e.anchorOffset,o=e.focusNode,a=e.focusOffset,u=e.getRangeAt(0);try{u.startContainer.nodeType,u.endContainer.nodeType}catch(t){return null}var c=r(e.anchorNode,e.anchorOffset,e.focusNode,e.focusOffset),s=c?0:u.toString().length,l=u.cloneRange();l.selectNodeContents(t),l.setEnd(u.startContainer,u.startOffset);var f=r(l.startContainer,l.startOffset,l.endContainer,l.endOffset),p=f?0:l.toString().length,h=p+s,d=document.createRange();d.setStart(n,i),d.setEnd(o,a);var v=d.collapsed;return{start:v?h:p,end:v?p:h}}function a(t,e){var n,r,i=document.selection.createRange().duplicate();void 0===e.end?(n=e.start,r=n):e.start>e.end?(n=e.end,r=e.start):(n=e.start,r=e.end),i.moveToElementText(t),i.moveStart(\"character\",n),i.setEndPoint(\"EndToStart\",i),i.moveEnd(\"character\",r-n),i.select()}function u(t,e){if(window.getSelection){var n=window.getSelection(),r=t[l()].length,i=Math.min(e.start,r),o=void 0===e.end?i:Math.min(e.end,r);if(!n.extend&&i>o){var a=o;o=i,i=a}var u=s(t,i),c=s(t,o);if(u&&c){var f=document.createRange();f.setStart(u.node,u.offset),n.removeAllRanges(),i>o?(n.addRange(f),n.extend(c.node,c.offset)):(f.setEnd(c.node,c.offset),n.addRange(f))}}}var c=n(6),s=n(392),l=n(168),f=c.canUseDOM&&\"selection\"in document&&!(\"getSelection\"in window),p={getOffsets:f?i:o,setOffsets:f?a:u};t.exports=p},function(t,e,n){\"use strict\";var r=n(2),i=n(3),o=n(80),a=n(20),u=n(4),c=n(54),s=(n(0),n(95),function(t){this._currentElement=t,this._stringText=\"\"+t,this._hostNode=null,this._hostParent=null,this._domID=0,this._mountIndex=0,this._closingComment=null,this._commentNodes=null});i(s.prototype,{mountComponent:function(t,e,n,r){var i=n._idCounter++,o=\" react-text: \"+i+\" \",s=\" /react-text \";if(this._domID=i,this._hostParent=e,t.useCreateElement){var l=n._ownerDocument,f=l.createComment(o),p=l.createComment(s),h=a(l.createDocumentFragment());return a.queueChild(h,a(f)),this._stringText&&a.queueChild(h,a(l.createTextNode(this._stringText))),a.queueChild(h,a(p)),u.precacheNode(this,f),this._closingComment=p,h}var d=c(this._stringText);return t.renderToStaticMarkup?d:\"<!--\"+o+\"-->\"+d+\"<!--\"+s+\"-->\"},receiveComponent:function(t,e){\n",
       "if(t!==this._currentElement){this._currentElement=t;var n=\"\"+t;if(n!==this._stringText){this._stringText=n;var r=this.getHostNode();o.replaceDelimitedText(r[0],r[1],n)}}},getHostNode:function(){var t=this._commentNodes;if(t)return t;if(!this._closingComment)for(var e=u.getNodeFromInstance(this),n=e.nextSibling;;){if(null==n?r(\"67\",this._domID):void 0,8===n.nodeType&&\" /react-text \"===n.nodeValue){this._closingComment=n;break}n=n.nextSibling}return t=[this._hostNode,this._closingComment],this._commentNodes=t,t},unmountComponent:function(){this._closingComment=null,this._commentNodes=null,u.uncacheNode(this)}}),t.exports=s},function(t,e,n){\"use strict\";function r(){this._rootNodeID&&l.updateWrapper(this)}function i(t){var e=this._currentElement.props,n=u.executeOnChange(e,t);return s.asap(r,this),n}var o=n(2),a=n(3),u=n(84),c=n(4),s=n(12),l=(n(0),n(1),{getHostProps:function(t,e){null!=e.dangerouslySetInnerHTML?o(\"91\"):void 0;var n=a({},e,{value:void 0,defaultValue:void 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i=n(3),o=n(12),a=n(53),u=n(9),c={initialize:u,close:function(){p.isBatchingUpdates=!1}},s={initialize:u,close:o.flushBatchedUpdates.bind(o)},l=[s,c];i(r.prototype,a,{getTransactionWrappers:function(){return l}});var f=new r,p={isBatchingUpdates:!1,batchedUpdates:function(t,e,n,r,i,o){var a=p.isBatchingUpdates;return p.isBatchingUpdates=!0,a?t(e,n,r,i,o):f.perform(t,null,e,n,r,i,o)}};t.exports=p},function(t,e,n){\"use strict\";function r(){C||(C=!0,m.EventEmitter.injectReactEventListener(y),m.EventPluginHub.injectEventPluginOrder(u),m.EventPluginUtils.injectComponentTree(p),m.EventPluginUtils.injectTreeTraversal(d),m.EventPluginHub.injectEventPluginsByName({SimpleEventPlugin:w,EnterLeaveEventPlugin:c,ChangeEventPlugin:a,SelectEventPlugin:x,BeforeInputEventPlugin:o}),m.HostComponent.injectGenericComponentClass(f),m.HostComponent.injectTextComponentClass(v),m.DOMProperty.injectDOMPropertyConfig(i),m.DOMProperty.injectDOMPropertyConfig(s),m.DOMProperty.injectDOMPropertyConfig(b),m.EmptyComponent.injectEmptyComponentFactory(function(t){return new h(t)}),m.Updates.injectReconcileTransaction(_),m.Updates.injectBatchingStrategy(g),m.Component.injectEnvironment(l))}var i=n(331),o=n(333),a=n(335),u=n(337),c=n(338),s=n(341),l=n(343),f=n(346),p=n(4),h=n(348),d=n(356),v=n(354),g=n(357),y=n(361),m=n(362),_=n(367),b=n(372),x=n(373),w=n(374),C=!1;t.exports={inject:r}},function(t,e,n){\"use strict\";var r=\"function\"==typeof 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v={_enabled:!0,_handleTopLevel:null,WINDOW_HANDLE:s.canUseDOM?window:null,setHandleTopLevel:function(t){v._handleTopLevel=t},setEnabled:function(t){v._enabled=!!t},isEnabled:function(){return v._enabled},trapBubbledEvent:function(t,e,n){return n?c.listen(n,e,v.dispatchEvent.bind(null,t)):null},trapCapturedEvent:function(t,e,n){return n?c.capture(n,e,v.dispatchEvent.bind(null,t)):null},monitorScrollValue:function(t){var e=a.bind(null,t);c.listen(window,\"scroll\",e)},dispatchEvent:function(t,e){if(v._enabled){var n=i.getPooled(t,e);try{p.batchedUpdates(o,n)}finally{i.release(n)}}}};t.exports=v},function(t,e,n){\"use strict\";var r=n(21),i=n(22),o=n(50),a=n(85),u=n(159),c=n(51),s=n(161),l=n(12),f={Component:a.injection,DOMProperty:r.injection,EmptyComponent:u.injection,EventPluginHub:i.injection,EventPluginUtils:o.injection,EventEmitter:c.injection,HostComponent:s.injection,Updates:l.injection};t.exports=f},function(t,e,n){\"use strict\";var r=n(385),i=/\\/?>/,o=/^<\\!\\-\\-/,a={CHECKSUM_ATTR_NAME:\"data-react-checksum\",addChecksumToMarkup:function(t){var e=r(t);return o.test(t)?t:t.replace(i,\" \"+a.CHECKSUM_ATTR_NAME+'=\"'+e+'\"$&')},canReuseMarkup:function(t,e){var n=e.getAttribute(a.CHECKSUM_ATTR_NAME);n=n&&parseInt(n,10);var i=r(t);return i===n}};t.exports=a},function(t,e,n){\"use strict\";function r(t,e,n){return{type:\"INSERT_MARKUP\",content:t,fromIndex:null,fromNode:null,toIndex:n,afterNode:e}}function i(t,e,n){return{type:\"MOVE_EXISTING\",content:null,fromIndex:t._mountIndex,fromNode:p.getHostNode(t),toIndex:n,afterNode:e}}function o(t,e){return{type:\"REMOVE_NODE\",content:null,fromIndex:t._mountIndex,fromNode:e,toIndex:null,afterNode:null}}function a(t){return{type:\"SET_MARKUP\",content:t,fromIndex:null,fromNode:null,toIndex:null,afterNode:null}}function u(t){return{type:\"TEXT_CONTENT\",content:t,fromIndex:null,fromNode:null,toIndex:null,afterNode:null}}function c(t,e){return e&&(t=t||[],t.push(e)),t}function s(t,e){f.processChildrenUpdates(t,e)}var l=n(2),f=n(85),p=(n(40),n(10),n(15),n(24)),h=n(342),d=(n(9),n(388)),v=(n(0),{Mixin:{_reconcilerInstantiateChildren:function(t,e,n){return h.instantiateChildren(t,e,n)},_reconcilerUpdateChildren:function(t,e,n,r,i,o){var a,u=0;return a=d(e,u),h.updateChildren(t,a,n,r,i,this,this._hostContainerInfo,o,u),a},mountChildren:function(t,e,n){var r=this._reconcilerInstantiateChildren(t,e,n);this._renderedChildren=r;var i=[],o=0;for(var a in r)if(r.hasOwnProperty(a)){var u=r[a],c=0,s=p.mountComponent(u,e,this,this._hostContainerInfo,n,c);u._mountIndex=o++,i.push(s)}return i},updateTextContent:function(t){var e=this._renderedChildren;h.unmountChildren(e,!1);for(var n in e)e.hasOwnProperty(n)&&l(\"118\");var r=[u(t)];s(this,r)},updateMarkup:function(t){var e=this._renderedChildren;h.unmountChildren(e,!1);for(var n in e)e.hasOwnProperty(n)&&l(\"118\");var r=[a(t)];s(this,r)},updateChildren:function(t,e,n){this._updateChildren(t,e,n)},_updateChildren:function(t,e,n){var r=this._renderedChildren,i={},o=[],a=this._reconcilerUpdateChildren(r,t,o,i,e,n);if(a||r){var u,l=null,f=0,h=0,d=0,v=null;for(u in a)if(a.hasOwnProperty(u)){var g=r&&r[u],y=a[u];g===y?(l=c(l,this.moveChild(g,v,f,h)),h=Math.max(g._mountIndex,h),g._mountIndex=f):(g&&(h=Math.max(g._mountIndex,h)),l=c(l,this._mountChildAtIndex(y,o[d],v,f,e,n)),d++),f++,v=p.getHostNode(y)}for(u in i)i.hasOwnProperty(u)&&(l=c(l,this._unmountChild(r[u],i[u])));l&&s(this,l),this._renderedChildren=a}},unmountChildren:function(t){var e=this._renderedChildren;h.unmountChildren(e,t),this._renderedChildren=null},moveChild:function(t,e,n,r){if(t._mountIndex<r)return i(t,e,n)},createChild:function(t,e,n){return r(n,e,t._mountIndex)},removeChild:function(t,e){return o(t,e)},_mountChildAtIndex:function(t,e,n,r,i,o){return t._mountIndex=r,this.createChild(t,n,e)},_unmountChild:function(t,e){var n=this.removeChild(t,e);return t._mountIndex=null,n}}});t.exports=v},function(t,e,n){\"use strict\";function r(t){return!(!t||\"function\"!=typeof t.attachRef||\"function\"!=typeof t.detachRef)}var i=n(2),o=(n(0),{addComponentAsRefTo:function(t,e,n){r(n)?void 0:i(\"119\"),n.attachRef(e,t)},removeComponentAsRefFrom:function(t,e,n){r(n)?void 0:i(\"120\");var o=n.getPublicInstance();o&&o.refs[e]===t.getPublicInstance()&&n.detachRef(e)}});t.exports=o},function(t,e,n){\"use strict\";var r=\"SECRET_DO_NOT_PASS_THIS_OR_YOU_WILL_BE_FIRED\";t.exports=r},function(t,e,n){\"use strict\";function r(t){this.reinitializeTransaction(),this.renderToStaticMarkup=!1,this.reactMountReady=o.getPooled(null),this.useCreateElement=t}var i=n(3),o=n(155),a=n(17),u=n(51),c=n(162),s=(n(10),n(53)),l=n(87),f={initialize:c.getSelectionInformation,close:c.restoreSelection},p={initialize:function(){var t=u.isEnabled();return 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       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import time\n",
    "\n",
    "import numpy as np\n",
    "from sklearn.model_selection import train_test_split\n",
    "\n",
    "import shap\n",
    "\n",
    "X, y = shap.datasets.diabetes()\n",
    "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=0)\n",
    "\n",
    "# rather than use the whole training set to estimate expected values, we summarize with\n",
    "# a set of weighted kmeans, each weighted by the number of points they represent.\n",
    "X_train_summary = shap.kmeans(X_train, 10)\n",
    "\n",
    "\n",
    "def print_accuracy(f):\n",
    "    print(f\"Root mean squared test error = {np.sqrt(np.mean((f(X_test) - y_test) ** 2))}\")\n",
    "    time.sleep(0.5)  # to let the print get out before any progress bars\n",
    "\n",
    "\n",
    "shap.initjs()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Linear regression"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Root mean squared test error = 58.51766133582009\n"
     ]
    }
   ],
   "source": [
    "from sklearn import linear_model\n",
    "\n",
    "lin_regr = linear_model.LinearRegression()\n",
    "lin_regr.fit(X_train, y_train)\n",
    "\n",
    "print_accuracy(lin_regr.predict)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Explain a single prediction from the test set"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<div id='iD1NZFHC4TI2Q346DEC4N'>\n",
       "<div style='color: #900; text-align: center;'>\n",
       "  <b>Visualization omitted, Javascript library not loaded!</b><br>\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.\n",
       "</div></div>\n",
       " <script>\n",
       "   if (window.IML) IML.ReactDom.render(\n",
       "    IML.React.createElement(IML.AdditiveForceVisualizer, {\"outNames\": [\"output value\"], \"baseValue\": 150.97739682892094, \"outValue\": 238.47145246505227, \"link\": \"identity\", \"featureNames\": [\"age\", \"sex\", \"bmi\", \"bp\", \"s1\", \"s2\", \"s3\", \"s4\", \"s5\", \"s6\"], \"features\": {\"0\": {\"effect\": -0.6820316682569469, \"value\": 0.0199132141783263}, \"1\": {\"effect\": -11.49116306254382, \"value\": 0.0506801187398187}, \"2\": {\"effect\": 59.355311742678346, \"value\": 0.104808689473925}, \"3\": {\"effect\": 21.671588930915362, \"value\": 0.0700725447072635}, \"4\": {\"effect\": 23.566406866258127, \"value\": -0.0359677812752396}, \"5\": {\"effect\": -8.341467881849283, \"value\": -0.0266789028311707}, \"6\": {\"effect\": -0.6154048685574764, \"value\": -0.0249926566315915}, \"7\": {\"effect\": -0.5129803128297112, \"value\": -0.00259226199818282}, \"8\": {\"effect\": 2.7862506674361214, \"value\": 0.00371173823343597}, \"9\": {\"effect\": 1.7575452228805801, \"value\": 0.0403433716478807}}, \"plot_cmap\": \"RdBu\", \"labelMargin\": 20}),\n",
       "    document.getElementById('iD1NZFHC4TI2Q346DEC4N')\n",
       "  );\n",
       "</script>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ex = shap.KernelExplainer(lin_regr.predict, X_train_summary)\n",
    "shap_values = ex.shap_values(X_test.iloc[0, :])\n",
    "shap.force_plot(ex.expected_value, shap_values, X_test.iloc[0, :])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Explain all the predictions in the test set"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 89/89 [00:21<00:00,  4.16it/s]\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x396 with 2 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 357,
       "width": 487
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "shap_values = ex.shap_values(X_test)\n",
    "shap.summary_plot(shap_values, X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 540x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 321,
       "width": 495
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "shap.dependence_plot(\"bmi\", shap_values, X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<div id='iRRAHQ4L7PDDKYOXKQBXE'>\n",
       "<div style='color: #900; text-align: center;'>\n",
       "  <b>Visualization omitted, Javascript library not loaded!</b><br>\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.\n",
       "</div></div>\n",
       " <script>\n",
       "   if (window.IML) IML.ReactDom.render(\n",
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       "    document.getElementById('iRRAHQ4L7PDDKYOXKQBXE')\n",
       "  );\n",
       "</script>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "shap.force_plot(ex.expected_value, shap_values, X_test)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Decision tree regressor"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Root mean squared test error = 71.98699151013147\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x396 with 2 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 357,
       "width": 487
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from sklearn import tree\n",
    "\n",
    "dtree = tree.DecisionTreeRegressor(min_samples_split=20)\n",
    "dtree.fit(X_train, y_train)\n",
    "print_accuracy(dtree.predict)\n",
    "\n",
    "# explain all the predictions in the test set\n",
    "ex = shap.TreeExplainer(dtree)\n",
    "shap_values = ex.shap_values(X_test)\n",
    "shap.summary_plot(shap_values, X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 540x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 321,
       "width": 495
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "shap.dependence_plot(\"bmi\", shap_values, X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<div id='iGRFZGYHHN4Z33N721AO5'>\n",
       "<div style='color: #900; text-align: center;'>\n",
       "  <b>Visualization omitted, Javascript library not loaded!</b><br>\n",
       "  Have you run `initjs()` in this notebook? If this notebook was from another\n",
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\"simIndex\": 69.0, \"features\": {\"0\": {\"effect\": 1.3126745738174035, \"value\": -0.0418399394890061}, \"1\": {\"effect\": -0.8822717277557617, \"value\": 0.0506801187398187}, \"2\": {\"effect\": 17.78208759954955, \"value\": 0.0142724752679289}, \"3\": {\"effect\": -6.180733385683105, \"value\": -0.00567061055493425}, \"4\": {\"effect\": 0.346927085754839, \"value\": -0.0125765826858204}, \"5\": {\"effect\": 1.787990897760876, \"value\": 0.00620168565673016}, \"6\": {\"effect\": -4.825216066462084, \"value\": -0.0728539480847234}, \"7\": {\"effect\": -0.888512351173332, \"value\": 0.0712099797536354}, \"8\": {\"effect\": 63.43388066176308, \"value\": 0.0354619386607697}, \"9\": {\"effect\": -2.270837359966832, \"value\": -0.0135040182449705}}}, {\"outValue\": 111.99999999999997, \"simIndex\": 51.0, \"features\": {\"0\": {\"effect\": 3.50447152675538, \"value\": -0.0527375548420648}, \"1\": {\"effect\": 6.2835687113831575, \"value\": -0.044641636506989}, \"2\": {\"effect\": -12.059132325788047, \"value\": -0.00943939035745095}, \"3\": {\"effect\": 2.9342903819463904, \"value\": -0.00567061055493425}, \"4\": {\"effect\": -2.6208813710792542, \"value\": 0.0397096259258226}, \"5\": {\"effect\": 1.3509597794321622, \"value\": 0.0447189464568426}, \"6\": {\"effect\": -15.789574967463682, \"value\": 0.0265502726256275}, \"7\": {\"effect\": -0.7839727360406759, \"value\": -0.00259226199818282}, \"8\": {\"effect\": -21.43797651593174, \"value\": -0.0181182673078967}, \"9\": {\"effect\": -0.9879847778312951, \"value\": -0.0135040182449705}}}], \"plot_cmap\": \"RdBu\"}),\n",
       "    document.getElementById('iGRFZGYHHN4Z33N721AO5')\n",
       "  );\n",
       "</script>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "shap.force_plot(ex.expected_value, shap_values, X_test)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Random forest\n",
    "\n",
    "Using the fast `TreeExplainer` implementation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Root mean squared test error = 61.24795842972228\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x396 with 2 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 357,
       "width": 487
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from sklearn.ensemble import RandomForestRegressor\n",
    "\n",
    "rforest = RandomForestRegressor(n_estimators=1000, max_depth=None, min_samples_split=2, random_state=0)\n",
    "rforest.fit(X_train, y_train)\n",
    "print_accuracy(rforest.predict)\n",
    "\n",
    "# explain all the predictions in the test set\n",
    "explainer = shap.TreeExplainer(rforest)\n",
    "shap_values = explainer.shap_values(X_test)\n",
    "shap.summary_plot(shap_values, X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 540x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 321,
       "width": 495
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "shap.dependence_plot(\"bmi\", shap_values, X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<div id='iE6SM6F5UK9F4GRPIDBDV'>\n",
       "<div style='color: #900; text-align: center;'>\n",
       "  <b>Visualization omitted, Javascript library not loaded!</b><br>\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.\n",
       "</div></div>\n",
       " <script>\n",
       "   if (window.IML) IML.ReactDom.render(\n",
       "    IML.React.createElement(IML.AdditiveForceArrayVisualizer, {\"outNames\": [\"output value\"], \"baseValue\": 151.43352974504253, \"link\": \"identity\", \"featureNames\": [\"age\", \"sex\", \"bmi\", \"bp\", \"s1\", \"s2\", \"s3\", \"s4\", \"s5\", \"s6\"], \"explanations\": [{\"outValue\": 260.3129999999994, \"simIndex\": 83.0, \"features\": {\"0\": {\"effect\": -2.0283560318421583, \"value\": 0.0199132141783263}, \"1\": {\"effect\": -1.1343572195037672, \"value\": 0.0506801187398187}, \"2\": {\"effect\": 76.78293997842358, \"value\": 0.104808689473925}, \"3\": {\"effect\": 25.872643432432298, \"value\": 0.0700725447072635}, \"4\": {\"effect\": 2.8032492705788443, \"value\": -0.0359677812752396}, \"5\": {\"effect\": 4.064559806958697, \"value\": -0.0266789028311707}, \"6\": {\"effect\": 4.725243413273264, \"value\": -0.0249926566315915}, \"7\": {\"effect\": -0.6038083698940907, \"value\": -0.00259226199818282}, \"8\": {\"effect\": -0.41502808249858736, \"value\": 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       "    document.getElementById('iE6SM6F5UK9F4GRPIDBDV')\n",
       "  );\n",
       "</script>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "shap.force_plot(explainer.expected_value, shap_values, X_test)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Neural network"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Root mean squared test error = 58.517105754085364\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 89/89 [00:19<00:00,  4.65it/s]\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x396 with 2 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 357,
       "width": 487
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from sklearn.neural_network import MLPRegressor\n",
    "\n",
    "nn = MLPRegressor(solver=\"lbfgs\", alpha=1e-1, hidden_layer_sizes=(5, 2), random_state=0)\n",
    "nn.fit(X_train, y_train)\n",
    "print_accuracy(nn.predict)\n",
    "\n",
    "# explain all the predictions in the test set\n",
    "explainer = shap.KernelExplainer(nn.predict, X_train_summary)\n",
    "shap_values = explainer.shap_values(X_test)\n",
    "shap.summary_plot(shap_values, X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 540x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 321,
       "width": 495
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "shap.dependence_plot(\"bmi\", shap_values, X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<div id='i546NI1HCCRM0NQQB51WQ'>\n",
       "<div style='color: #900; text-align: center;'>\n",
       "  <b>Visualization omitted, Javascript library not loaded!</b><br>\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.\n",
       "</div></div>\n",
       " <script>\n",
       "   if (window.IML) IML.ReactDom.render(\n",
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     "execution_count": 15,
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