{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Use this driver notebook to interact with savvy modules"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/max/.local/lib/python3.6/site-packages/IPython/html.py:14: ShimWarning: The `IPython.html` package has been deprecated since IPython 4.0. You should import from `notebook` instead. `IPython.html.widgets` has moved to `ipywidgets`.\n",
      "  \"`IPython.html.widgets` has moved to `ipywidgets`.\", ShimWarning)\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "\n",
       "    <div class=\"bk-root\">\n",
       "        <a href=\"https://bokeh.org\" target=\"_blank\" class=\"bk-logo bk-logo-small bk-logo-notebook\"></a>\n",
       "        <span id=\"1002\">Loading BokehJS ...</span>\n",
       "    </div>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "(function(root) {\n",
       "  function now() {\n",
       "    return new Date();\n",
       "  }\n",
       "\n",
       "  var force = true;\n",
       "\n",
       "  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n",
       "    root._bokeh_onload_callbacks = [];\n",
       "    root._bokeh_is_loading = undefined;\n",
       "  }\n",
       "\n",
       "  var JS_MIME_TYPE = 'application/javascript';\n",
       "  var HTML_MIME_TYPE = 'text/html';\n",
       "  var EXEC_MIME_TYPE = 'application/vnd.bokehjs_exec.v0+json';\n",
       "  var CLASS_NAME = 'output_bokeh rendered_html';\n",
       "\n",
       "  /**\n",
       "   * Render data to the DOM node\n",
       "   */\n",
       "  function render(props, node) {\n",
       "    var script = document.createElement(\"script\");\n",
       "    node.appendChild(script);\n",
       "  }\n",
       "\n",
       "  /**\n",
       "   * Handle when an output is cleared or removed\n",
       "   */\n",
       "  function handleClearOutput(event, handle) {\n",
       "    var cell = handle.cell;\n",
       "\n",
       "    var id = cell.output_area._bokeh_element_id;\n",
       "    var server_id = cell.output_area._bokeh_server_id;\n",
       "    // Clean up Bokeh references\n",
       "    if (id != null && id in Bokeh.index) {\n",
       "      Bokeh.index[id].model.document.clear();\n",
       "      delete Bokeh.index[id];\n",
       "    }\n",
       "\n",
       "    if (server_id !== undefined) {\n",
       "      // Clean up Bokeh references\n",
       "      var cmd = \"from bokeh.io.state import curstate; print(curstate().uuid_to_server['\" + server_id + \"'].get_sessions()[0].document.roots[0]._id)\";\n",
       "      cell.notebook.kernel.execute(cmd, {\n",
       "        iopub: {\n",
       "          output: function(msg) {\n",
       "            var id = msg.content.text.trim();\n",
       "            if (id in Bokeh.index) {\n",
       "              Bokeh.index[id].model.document.clear();\n",
       "              delete Bokeh.index[id];\n",
       "            }\n",
       "          }\n",
       "        }\n",
       "      });\n",
       "      // Destroy server and session\n",
       "      var cmd = \"import bokeh.io.notebook as ion; ion.destroy_server('\" + server_id + \"')\";\n",
       "      cell.notebook.kernel.execute(cmd);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  /**\n",
       "   * Handle when a new output is added\n",
       "   */\n",
       "  function handleAddOutput(event, handle) {\n",
       "    var output_area = handle.output_area;\n",
       "    var output = handle.output;\n",
       "\n",
       "    // limit handleAddOutput to display_data with EXEC_MIME_TYPE content only\n",
       "    if ((output.output_type != \"display_data\") || (!Object.prototype.hasOwnProperty.call(output.data, EXEC_MIME_TYPE))) {\n",
       "      return\n",
       "    }\n",
       "\n",
       "    var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
       "\n",
       "    if (output.metadata[EXEC_MIME_TYPE][\"id\"] !== undefined) {\n",
       "      toinsert[toinsert.length - 1].firstChild.textContent = output.data[JS_MIME_TYPE];\n",
       "      // store reference to embed id on output_area\n",
       "      output_area._bokeh_element_id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
       "    }\n",
       "    if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
       "      var bk_div = document.createElement(\"div\");\n",
       "      bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
       "      var script_attrs = bk_div.children[0].attributes;\n",
       "      for (var i = 0; i < script_attrs.length; i++) {\n",
       "        toinsert[toinsert.length - 1].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
       "        toinsert[toinsert.length - 1].firstChild.textContent = bk_div.children[0].textContent\n",
       "      }\n",
       "      // store reference to server id on output_area\n",
       "      output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
       "    }\n",
       "  }\n",
       "\n",
       "  function register_renderer(events, OutputArea) {\n",
       "\n",
       "    function append_mime(data, metadata, element) {\n",
       "      // create a DOM node to render to\n",
       "      var toinsert = this.create_output_subarea(\n",
       "        metadata,\n",
       "        CLASS_NAME,\n",
       "        EXEC_MIME_TYPE\n",
       "      );\n",
       "      this.keyboard_manager.register_events(toinsert);\n",
       "      // Render to node\n",
       "      var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
       "      render(props, toinsert[toinsert.length - 1]);\n",
       "      element.append(toinsert);\n",
       "      return toinsert\n",
       "    }\n",
       "\n",
       "    /* Handle when an output is cleared or removed */\n",
       "    events.on('clear_output.CodeCell', handleClearOutput);\n",
       "    events.on('delete.Cell', handleClearOutput);\n",
       "\n",
       "    /* Handle when a new output is added */\n",
       "    events.on('output_added.OutputArea', handleAddOutput);\n",
       "\n",
       "    /**\n",
       "     * Register the mime type and append_mime function with output_area\n",
       "     */\n",
       "    OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
       "      /* Is output safe? */\n",
       "      safe: true,\n",
       "      /* Index of renderer in `output_area.display_order` */\n",
       "      index: 0\n",
       "    });\n",
       "  }\n",
       "\n",
       "  // register the mime type if in Jupyter Notebook environment and previously unregistered\n",
       "  if (root.Jupyter !== undefined) {\n",
       "    var events = require('base/js/events');\n",
       "    var OutputArea = require('notebook/js/outputarea').OutputArea;\n",
       "\n",
       "    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
       "      register_renderer(events, OutputArea);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  \n",
       "  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n",
       "    root._bokeh_timeout = Date.now() + 5000;\n",
       "    root._bokeh_failed_load = false;\n",
       "  }\n",
       "\n",
       "  var NB_LOAD_WARNING = {'data': {'text/html':\n",
       "     \"<div style='background-color: #fdd'>\\n\"+\n",
       "     \"<p>\\n\"+\n",
       "     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n",
       "     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n",
       "     \"</p>\\n\"+\n",
       "     \"<ul>\\n\"+\n",
       "     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n",
       "     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n",
       "     \"</ul>\\n\"+\n",
       "     \"<code>\\n\"+\n",
       "     \"from bokeh.resources import INLINE\\n\"+\n",
       "     \"output_notebook(resources=INLINE)\\n\"+\n",
       "     \"</code>\\n\"+\n",
       "     \"</div>\"}};\n",
       "\n",
       "  function display_loaded() {\n",
       "    var el = document.getElementById(\"1002\");\n",
       "    if (el != null) {\n",
       "      el.textContent = \"BokehJS is loading...\";\n",
       "    }\n",
       "    if (root.Bokeh !== undefined) {\n",
       "      if (el != null) {\n",
       "        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n",
       "      }\n",
       "    } else if (Date.now() < root._bokeh_timeout) {\n",
       "      setTimeout(display_loaded, 100)\n",
       "    }\n",
       "  }\n",
       "\n",
       "\n",
       "  function run_callbacks() {\n",
       "    try {\n",
       "      root._bokeh_onload_callbacks.forEach(function(callback) {\n",
       "        if (callback != null)\n",
       "          callback();\n",
       "      });\n",
       "    } finally {\n",
       "      delete root._bokeh_onload_callbacks\n",
       "    }\n",
       "    console.debug(\"Bokeh: all callbacks have finished\");\n",
       "  }\n",
       "\n",
       "  function load_libs(css_urls, js_urls, callback) {\n",
       "    if (css_urls == null) css_urls = [];\n",
       "    if (js_urls == null) js_urls = [];\n",
       "\n",
       "    root._bokeh_onload_callbacks.push(callback);\n",
       "    if (root._bokeh_is_loading > 0) {\n",
       "      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
       "      return null;\n",
       "    }\n",
       "    if (js_urls == null || js_urls.length === 0) {\n",
       "      run_callbacks();\n",
       "      return null;\n",
       "    }\n",
       "    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
       "    root._bokeh_is_loading = css_urls.length + js_urls.length;\n",
       "\n",
       "    function on_load() {\n",
       "      root._bokeh_is_loading--;\n",
       "      if (root._bokeh_is_loading === 0) {\n",
       "        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
       "        run_callbacks()\n",
       "      }\n",
       "    }\n",
       "\n",
       "    function on_error(url) {\n",
       "      console.error(\"failed to load \" + url);\n",
       "    }\n",
       "\n",
       "    for (let i = 0; i < css_urls.length; i++) {\n",
       "      const url = css_urls[i];\n",
       "      const element = document.createElement(\"link\");\n",
       "      element.onload = on_load;\n",
       "      element.onerror = on_error.bind(null, url);\n",
       "      element.rel = \"stylesheet\";\n",
       "      element.type = \"text/css\";\n",
       "      element.href = url;\n",
       "      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
       "      document.body.appendChild(element);\n",
       "    }\n",
       "\n",
       "    const hashes = {\"https://cdn.bokeh.org/bokeh/release/bokeh-2.3.3.min.js\": \"dM3QQsP+wXdHg42wTqW85BjZQdLNNIXqlPw/BgKoExPmTG7ZLML4EGqLMfqHT6ON\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.3.3.min.js\": \"8x57I4YuIfu8XyZfFo0XVr2WAT8EK4rh/uDe3wF7YuW2FNUSNEpJbsPaB1nJ2fz2\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.3.3.min.js\": \"3QTqdz9LyAm2i0sG5XTePsHec3UHWwVsrOL68SYRoAXsafvfAyqtQ+h440+qIBhS\"};\n",
       "\n",
       "    for (let i = 0; i < js_urls.length; i++) {\n",
       "      const url = js_urls[i];\n",
       "      const element = document.createElement('script');\n",
       "      element.onload = on_load;\n",
       "      element.onerror = on_error.bind(null, url);\n",
       "      element.async = false;\n",
       "      element.src = url;\n",
       "      if (url in hashes) {\n",
       "        element.crossOrigin = \"anonymous\";\n",
       "        element.integrity = \"sha384-\" + hashes[url];\n",
       "      }\n",
       "      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
       "      document.head.appendChild(element);\n",
       "    }\n",
       "  };\n",
       "\n",
       "  function inject_raw_css(css) {\n",
       "    const element = document.createElement(\"style\");\n",
       "    element.appendChild(document.createTextNode(css));\n",
       "    document.body.appendChild(element);\n",
       "  }\n",
       "\n",
       "  \n",
       "  var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-2.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.3.3.min.js\"];\n",
       "  var css_urls = [];\n",
       "  \n",
       "\n",
       "  var inline_js = [\n",
       "    function(Bokeh) {\n",
       "      Bokeh.set_log_level(\"info\");\n",
       "    },\n",
       "    function(Bokeh) {\n",
       "    \n",
       "    \n",
       "    }\n",
       "  ];\n",
       "\n",
       "  function run_inline_js() {\n",
       "    \n",
       "    if (root.Bokeh !== undefined || force === true) {\n",
       "      \n",
       "    for (var i = 0; i < inline_js.length; i++) {\n",
       "      inline_js[i].call(root, root.Bokeh);\n",
       "    }\n",
       "    if (force === true) {\n",
       "        display_loaded();\n",
       "      }} else if (Date.now() < root._bokeh_timeout) {\n",
       "      setTimeout(run_inline_js, 100);\n",
       "    } else if (!root._bokeh_failed_load) {\n",
       "      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
       "      root._bokeh_failed_load = true;\n",
       "    } else if (force !== true) {\n",
       "      var cell = $(document.getElementById(\"1002\")).parents('.cell').data().cell;\n",
       "      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n",
       "    }\n",
       "\n",
       "  }\n",
       "\n",
       "  if (root._bokeh_is_loading === 0) {\n",
       "    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
       "    run_inline_js();\n",
       "  } else {\n",
       "    load_libs(css_urls, js_urls, function() {\n",
       "      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
       "      run_inline_js();\n",
       "    });\n",
       "  }\n",
       "}(window));"
      ],
      "application/vnd.bokehjs_load.v0+json": "\n(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  var force = true;\n\n  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n    root._bokeh_onload_callbacks = [];\n    root._bokeh_is_loading = undefined;\n  }\n\n  \n\n  \n  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  var NB_LOAD_WARNING = {'data': {'text/html':\n     \"<div style='background-color: #fdd'>\\n\"+\n     \"<p>\\n\"+\n     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n     \"</p>\\n\"+\n     \"<ul>\\n\"+\n     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n     \"</ul>\\n\"+\n     \"<code>\\n\"+\n     \"from bokeh.resources import INLINE\\n\"+\n     \"output_notebook(resources=INLINE)\\n\"+\n     \"</code>\\n\"+\n     \"</div>\"}};\n\n  function display_loaded() {\n    var el = document.getElementById(\"1002\");\n    if (el != null) {\n      el.textContent = \"BokehJS is loading...\";\n    }\n    if (root.Bokeh !== undefined) {\n      if (el != null) {\n        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n      }\n    } else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(display_loaded, 100)\n    }\n  }\n\n\n  function run_callbacks() {\n    try {\n      root._bokeh_onload_callbacks.forEach(function(callback) {\n        if (callback != null)\n          callback();\n      });\n    } finally {\n      delete root._bokeh_onload_callbacks\n    }\n    console.debug(\"Bokeh: all callbacks have finished\");\n  }\n\n  function load_libs(css_urls, js_urls, callback) {\n    if (css_urls == null) css_urls = [];\n    if (js_urls == null) js_urls = [];\n\n    root._bokeh_onload_callbacks.push(callback);\n    if (root._bokeh_is_loading > 0) {\n      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n      return null;\n    }\n    if (js_urls == null || js_urls.length === 0) {\n      run_callbacks();\n      return null;\n    }\n    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n    root._bokeh_is_loading = css_urls.length + js_urls.length;\n\n    function on_load() {\n      root._bokeh_is_loading--;\n      if (root._bokeh_is_loading === 0) {\n        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n        run_callbacks()\n      }\n    }\n\n    function on_error(url) {\n      console.error(\"failed to load \" + url);\n    }\n\n    for (let i = 0; i < css_urls.length; i++) {\n      const url = css_urls[i];\n      const element = document.createElement(\"link\");\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.rel = \"stylesheet\";\n      element.type = \"text/css\";\n      element.href = url;\n      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n      document.body.appendChild(element);\n    }\n\n    const hashes = {\"https://cdn.bokeh.org/bokeh/release/bokeh-2.3.3.min.js\": \"dM3QQsP+wXdHg42wTqW85BjZQdLNNIXqlPw/BgKoExPmTG7ZLML4EGqLMfqHT6ON\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.3.3.min.js\": \"8x57I4YuIfu8XyZfFo0XVr2WAT8EK4rh/uDe3wF7YuW2FNUSNEpJbsPaB1nJ2fz2\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.3.3.min.js\": \"3QTqdz9LyAm2i0sG5XTePsHec3UHWwVsrOL68SYRoAXsafvfAyqtQ+h440+qIBhS\"};\n\n    for (let i = 0; i < js_urls.length; i++) {\n      const url = js_urls[i];\n      const element = document.createElement('script');\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.async = false;\n      element.src = url;\n      if (url in hashes) {\n        element.crossOrigin = \"anonymous\";\n        element.integrity = \"sha384-\" + hashes[url];\n      }\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.head.appendChild(element);\n    }\n  };\n\n  function inject_raw_css(css) {\n    const element = document.createElement(\"style\");\n    element.appendChild(document.createTextNode(css));\n    document.body.appendChild(element);\n  }\n\n  \n  var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-2.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.3.3.min.js\"];\n  var css_urls = [];\n  \n\n  var inline_js = [\n    function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\n    function(Bokeh) {\n    \n    \n    }\n  ];\n\n  function run_inline_js() {\n    \n    if (root.Bokeh !== undefined || force === true) {\n      \n    for (var i = 0; i < inline_js.length; i++) {\n      inline_js[i].call(root, root.Bokeh);\n    }\n    if (force === true) {\n        display_loaded();\n      }} else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(run_inline_js, 100);\n    } else if (!root._bokeh_failed_load) {\n      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n      root._bokeh_failed_load = true;\n    } else if (force !== true) {\n      var cell = $(document.getElementById(\"1002\")).parents('.cell').data().cell;\n      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n    }\n\n  }\n\n  if (root._bokeh_is_loading === 0) {\n    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n    run_inline_js();\n  } else {\n    load_libs(css_urls, js_urls, function() {\n      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n      run_inline_js();\n    });\n  }\n}(window));"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# comment out this import if you would like to see warnings\n",
    "# import warnings; warnings.filterwarnings('ignore')\n",
    "import copy\n",
    "\n",
    "from bokeh.plotting import show, output_notebook\n",
    "import os.path as op\n",
    "import os\n",
    "import savvy.data_processing as dp\n",
    "import savvy.interactive_plots as ip\n",
    "from savvy.plotting import make_plot, make_second_order_heatmap\n",
    "import savvy.network_tools as nt\n",
    "\n",
    "output_notebook()\n",
    "\n",
    "# read the sensitivity analysis files from sample data loaded on github:\n",
    "datapath = op.join(os.getcwd(),'savvy/sample_data_files/')\n",
    "sa_dict = dp.get_sa_data(datapath)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Interact with first and total order sensitivity index plots for all output measures\n",
    "Pass a dictionary (generated with `dp.get_sa_data()`) to this function to visualize the first and total order sensitivity indices.\n",
    "\n",
    "Tweak the plots you would like to see by specifying the following arguments:\n",
    "- min value: the minimum total order sensitivity value you would like to include in the plot\n",
    "- show top: limit the plot to the top X sensitivity values (greater than specified minimum)\n",
    "- show stacked plots: un-check to show S1 and ST separately\n",
    "- show error bars: uncheck to hide the error bars\n",
    "- use log axis: uncheck to show a linear axis\n",
    "- choose parameters to highlight: crtl+click to select multiple parameters you would like to highlight.  These parameters will be highlighted in all the tabs.\n",
    "\n",
    "When ready to plot, click \"Run plot_all_outputs\".  Hover over the plotted bars to get more information."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0          Tmax\n",
       "1             h\n",
       "2        Carbon\n",
       "3      Hydrogen\n",
       "4            k0\n",
       "         ...   \n",
       "405        k401\n",
       "406        k402\n",
       "407        k403\n",
       "408        k404\n",
       "409        k405\n",
       "Name: Parameter, Length: 410, dtype: object"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sa_dict['sample-output1'][0].Parameter"
   ]
  },
  {
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   "execution_count": 3,
   "metadata": {
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     "outputs_hidden": false
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   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b6cfb052ab244961aff393aa84036115",
       "version_major": 2,
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      },
      "text/plain": [
       "interactive(children=(BoundedFloatText(value=0.01, description='Min value:', max=1.0), IntText(value=20, descr…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<function savvy.interactive_plots.plot_all_outputs(sa_dict, demo=False, min_val=0.01, top=100, stacked=True, error_bars=True, log_axis=True, highlighted_parameters=[])>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Plot the first and total order indices for all files in \"datapath\"\n",
    "ip.interact_with_plot_all_outputs(sa_dict)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": false,
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   "source": [
    "# If you do not want to use the widget interactivity, but still want the ability\n",
    "# to explore the outputs on tabs, you can use this function and manually pass\n",
    "# all the arguments to makeplot\n",
    "\n",
    "# ip.plot_all_outputs(sa_dict, min_val=0.01, top=30)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plot the second order indices for all output measures\n",
    "Pass a dictionary (generated with dp.get_sa_data()) to this function to visualize the second order sensitivities for interacting parameters.\n",
    "\n",
    "Note that this plot is computationally expensive if you choose a large value for `top`.  If you are choosing a large `top` then at least set `mirror=False` to ease the computational burden.\n",
    "\n",
    "Hover over the resulting plot for more information."
   ]
  },
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   "execution_count": 5,
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   "source": [
    "# Plot the second order plots with tabs for all the options\n",
    "ip.plot_all_second_order(sa_dict, top=5, mirror=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Graph of the second order interactions and first/total order indices\n",
    "For a given output measure, plot a graph whose vertices are the first ('S1') or total ('ST') order indices and the edges are the second order interaction indices.\n",
    "\n",
    "Choose the number of vertices to include in the plot (`top`), and the minimum value of their sensitivities (`min_sens`).  You can also specify the minimim value of 'S2' from second order interactions (`edge_cutoff`).\n",
    "\n",
    "Change `inline=True` to `False` and the plot will display in a new window where you can interact with it.\n",
    "\n",
    "**NOTE: `build_graph()` changes the structure of the dataframes it acts on.  This causes problems if you re-run any of the other functions that assume standard SALib structure for those dataframes.  To address this issue we just copy sa_dict to a new object to use here.**"
   ]
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     "text": [
      "Created a graph with 10 vertices and 45 edges.\n",
      "Vertices are the top 10 ST values greater than 0.01.\n",
      "Only S2 values (edges) greater than 0.0 are included.\n"
     ]
    },
    {
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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 600,
       "width": 585
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sa_dict_net = copy.deepcopy(sa_dict)\n",
    "g = nt.build_graph(sa_dict_net['sample-output1'], sens='ST', top=10, min_sens=0.01,\n",
    "                   edge_cutoff=0.0)\n",
    "nt.plot_network_circle(g, inline=True, scale=200)\n",
    "# test = nt.plot_network_random(g, scale=200)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Determine which parameters do not contribute to any output variance\n",
    "\n",
    "The parameters identified here have sensitivity indices (and confidence intervals) of exactly 0.0, so they do not contribute anything to the variance of any of the model outputs you chose to analyze.  This doesn't necessarily indicate these parameters can be removed from your model, only that they are unimportant for any of the measures you've chosen to examine."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The following 9 parameters have S1==0 for all outputs:\n",
      " ['k182', 'k202', 'k221', 'k241', 'k315', 'k335', 'k344', 'k384', 'k395'] \n",
      "\n",
      "The following 99 parameters have ST==0 for all outputs:\n",
      " ['k100', 'k102', 'k113', 'k114', 'k120', 'k122', 'k123', 'k125', 'k126', 'k131', 'k132', 'k133', 'k134', 'k135', 'k137', 'k141', 'k143', 'k144', 'k145', 'k147', 'k149', 'k151', 'k152', 'k153', 'k154', 'k155', 'k158', 'k166', 'k182', 'k195', 'k197', 'k202', 'k216', 'k217', 'k218', 'k219', 'k220', 'k221', 'k222', 'k229', 'k231', 'k237', 'k239', 'k240', 'k241', 'k243', 'k246', 'k249', 'k250', 'k258', 'k260', 'k261', 'k264', 'k271', 'k279', 'k282', 'k283', 'k285', 'k289', 'k303', 'k305', 'k306', 'k315', 'k335', 'k344', 'k346', 'k363', 'k364', 'k365', 'k366', 'k367', 'k368', 'k369', 'k37', 'k370', 'k372', 'k375', 'k380', 'k382', 'k384', 'k387', 'k388', 'k390', 'k395', 'k59', 'k60', 'k64', 'k65', 'k72', 'k74', 'k76', 'k84', 'k85', 'k94', 'k95', 'k96', 'k97', 'k98', 'k99'] \n",
      "\n"
     ]
    }
   ],
   "source": [
    "dp.find_unimportant_params('S1', 'savvy/sample_data_files/')\n",
    "dp.find_unimportant_params('ST', 'savvy/sample_data_files/');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Demonstrations of the plotting functions without any interactivity"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"313cd815-9140-443d-bf75-235780906e3c\" data-root-id=\"1737\"></div>\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
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       "  function embed_document(root) {\n",
       "    \n",
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       "  var render_items = [{\"docid\":\"dade553f-874f-49c7-bcd8-0d72082121ae\",\"root_ids\":[\"1737\"],\"roots\":{\"1737\":\"313cd815-9140-443d-bf75-235780906e3c\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        clearInterval(timer);\n",
       "        embed_document(root);\n",
       "      } else {\n",
       "        attempts++;\n",
       "        if (attempts > 100) {\n",
       "          clearInterval(timer);\n",
       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        }\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
      ],
      "application/vnd.bokehjs_exec.v0+json": ""
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   "source": [
    "# demo of making the 1st and total order sensitivity index plot\n",
    "df = sa_dict['sample-output1'][0]\n",
    "p = make_plot(df, lgaxis=True, minvalues=0.0, top=30, stacked=True,\n",
    "              errorbar=True, showS1=True, showST=True)\n",
    "show(p)"
   ]
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       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
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   ],
   "source": [
    "# demo of the basic second order sensitivity index heat map\n",
    "df2 = sa_dict['sample-output1'][1]\n",
    "incl_lst = ['Tmax', 'Carbon', 'Hydrogen', 'k38', 'k48', 'k34']\n",
    "s = make_second_order_heatmap(df2, top=3, mirror=True, name='demo',\n",
    "                              include=incl_lst)\n",
    "show(s)"
   ]
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