From d828555a8167092d31b05a3cf7452172ac8a899a Mon Sep 17 00:00:00 2001
From: Franziska Oschmann <franziskaoschmann@staff-net-als-0690.ethz.ch>
Date: Mon, 9 Sep 2019 09:10:17 +0200
Subject: [PATCH] Added description ROC-AUC metric

---
 09_eeg_use_case.ipynb                         | 448 ++++++++++++------
 images/a-roc-curve-connecting-points.png      | Bin 0 -> 10323 bytes
 .../a-roc-curve-of-a-perfect-classifier.png   | Bin 0 -> 20018 bytes
 images/a-roc-curve-of-a-random-classifier.png | Bin 0 -> 22664 bytes
 images/eeg_electrode_numbering.jpg            | Bin 0 -> 80411 bytes
 images/evaluation-measures-for-roc.png        | Bin 0 -> 40798 bytes
 6 files changed, 303 insertions(+), 145 deletions(-)
 create mode 100644 images/a-roc-curve-connecting-points.png
 create mode 100644 images/a-roc-curve-of-a-perfect-classifier.png
 create mode 100644 images/a-roc-curve-of-a-random-classifier.png
 create mode 100644 images/eeg_electrode_numbering.jpg
 create mode 100644 images/evaluation-measures-for-roc.png

diff --git a/09_eeg_use_case.ipynb b/09_eeg_use_case.ipynb
index dac9a3a..f8358fc 100644
--- a/09_eeg_use_case.ipynb
+++ b/09_eeg_use_case.ipynb
@@ -7,27 +7,7 @@
    "outputs": [],
    "source": [
     "import numpy as np\n",
-    "# import os\n",
-    "# # import glob\n",
-    "# import pandas as pd\n",
-    "# from scipy.signal import resample, butter, lfilter\n",
-    "import matplotlib.pyplot as plt\n",
-    "from tqdm import tqdm\n",
-    "# # from itertools import islice\n",
-    "\n",
-    "# from sklearn.decomposition import PCA\n",
-    "# from sklearn.discriminant_analysis import LinearDiscriminantAnalysis as LDA\n",
-    "# from sklearn.linear_model import LogisticRegression\n",
-    "# from sklearn.ensemble import RandomForestClassifier, VotingClassifier, AdaBoostClassifier\n",
-    "# from sklearn.metrics import precision_recall_fscore_support, roc_auc_score, confusion_matrix\n",
-    "# from sklearn.model_selection import cross_val_score, train_test_split\n",
-    "# from sklearn.preprocessing import StandardScaler\n",
-    "# from sklearn.pipeline import make_pipeline\n",
-    "\n",
-    "# # from multiprocessing import Pool\n",
-    "# # from multiprocessing.pool import ThreadPool\n",
-    "\n",
-    "# # import time"
+    "import matplotlib.pyplot as plt"
    ]
   },
   {
@@ -38,20 +18,35 @@
     "\n",
     "<center>\n",
     "<figure>\n",
-    "    <img src=\"./images/eeg_cap.png\" title=\"made at imgflip.com\" width=35%/> \n",
-    "    <img src=\"./images/arm_movement.png\" title=\"made at imgflip.com\" width=35%/>\n",
-    "    <figcaption>Setup of an EEG-experiment.</figcaption>\n",
+    "<table><tr>\n",
+    "<td> <img src=\"./images/eeg_cap.png\" style=\"width: 400px;\"/> </td>\n",
+    "<td> <img src=\"./images/arm_movement.png\" style=\"width: 400px;\"/> </td>\n",
+    "</tr></table>\n",
+    "<figcaption>Setup of an EEG-experiment.</figcaption>\n",
+    "</figure>\n",
+    "</center>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "<center>\n",
+    "<figure>\n",
+    "    <img src=\"./images/eeg_electrode_numbering.jpg\" width=35%/> \n",
+    "    <figcaption>Arrangement of electrodes on head.</figcaption>\n",
     "</figure>\n",
-    "</center>\n"
+    "</center>\n",
+    "\n"
    ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "This data contains EEG recordings of subjects performing **grasp-and-lift (GAL)** trials. \n",
+    "This data contains EEG recordings of one subject performing **grasp-and-lift (GAL)** trials. \n",
     "\n",
-    "There are **12 subjects** in total, **10 series** of trials for each subject, and approximately **30 trials** within each series. The number of trials varies for each series. The training set contains the first 8 series for each subject. The test set contains the 9th and 10th series.\n",
+    "There is **1 subject** in total, **10 series** of trials for this subject, and approximately **30 trials** within each series. The number of trials varies for each series.\n",
     "\n",
     "For each **GAL**, you are tasked to detect 6 events:\n",
     "\n",
@@ -62,7 +57,7 @@
     "- Replace\n",
     "- BothReleased\n",
     "\n",
-    "These events always occur in the same order. In the training set, there are two files for each subject + series combination:\n",
+    "These events always occur in the same order. In this dataset, there are two files for the subject + series combination:\n",
     "\n",
     "the *_data.csv files contain the raw 32 channels EEG data (sampling rate 500Hz)\n",
     "the *_events.csv files contains the ground truth frame-wise labels for all events\n",
@@ -109,6 +104,18 @@
     "- pay attention to the order of the series"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "<div class=\"alert alert-block alert-warning\">\n",
+    "    <i class=\"fa fa-info-circle\"></i>&nbsp; <strong>Filter strings with the lambda-operator</strong>  \n",
+    "     The lambda-operator allows to build hidden functions, which are basically functions without a name. These hidden      functions have any number of parameters, execute an expression and return the value of this expression. The lambda operator can be applied in the following way to filter the filenames:\n",
+    "  \n",
+    "     all_data_files = list(filter(lambda x: '_data' in x, os.listdir(path)))\n",
+    "</div>"
+   ]
+  },
   {
    "cell_type": "code",
    "execution_count": 2,
@@ -154,27 +161,6 @@
     "all_events = np.concatenate(load_data(all_event_sort, path))"
    ]
   },
-  {
-   "cell_type": "code",
-   "execution_count": 5,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# # sort data and event file names\n",
-    "# data_filt, events_filt = filter_data(all_data_files, all_event_files, subj='subj1')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# # load all data and event files\n",
-    "# all_data = np.concatenate(load_data(data_filt, path))\n",
-    "# all_events = np.concatenate(load_data(events_filt, path))"
-   ]
-  },
   {
    "cell_type": "markdown",
    "metadata": {},
@@ -188,26 +174,70 @@
    "source": [
     "Visualize the EEG-data and events and pay attention to:\n",
     "- the EEG traces\n",
-    "- the number of detected arm movements"
+    "- the number of detected arm movements\n",
+    "\n",
+    "What do you observe?"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": 5,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(-1, 1100)"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x360 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
    "source": [
-    "# visualization of data"
+    "plt.figure(figsize = (10,5))\n",
+    "plt.subplot(1, 2, 1)\n",
+    "plt.plot(all_events[:5000, 0]*3000, 'gray', alpha = .5)\n",
+    "plt.plot(all_events[:5000, 1]*3000, 'gray', alpha = .5)\n",
+    "plt.plot(all_events[:5000, 2]*3000, 'gray', alpha = .5)\n",
+    "plt.plot(all_events[:5000, 3]*3000, 'gray', alpha = .5)\n",
+    "plt.plot(all_events[:5000, 4]*3000, 'gray', alpha = .5)\n",
+    "plt.plot(all_events[:5000, 5]*3000, 'gray', alpha = .5)\n",
+    "plt.plot(all_data[:5000,10])\n",
+    "plt.ylim(-1, 1100)\n",
+    "\n",
+    "plt.subplot(1, 2, 2)\n",
+    "plt.plot(all_events[:1500, 0]*1100, 'gray', alpha = .5)\n",
+    "plt.plot(all_events[:1500, 1]*1100, 'gray', alpha = .5)\n",
+    "plt.plot(all_events[:1500, 2]*1100, 'gray', alpha = .5)\n",
+    "plt.plot(all_events[:1500, 3]*1100, 'gray', alpha = .5)\n",
+    "plt.plot(all_events[:1500, 4]*1100, 'gray', alpha = .5)\n",
+    "plt.plot(all_events[:1500, 5]*1100, 'gray', alpha = .5)\n",
+    "plt.plot(all_data[:1500,25])\n",
+    "plt.ylim(-1, 1100)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 8,
+   "execution_count": 6,
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 720x504 with 6 Axes>"
       ]
@@ -245,7 +275,7 @@
     "\n",
     "Extract time-dependend features from the EEG-data:\n",
     "\n",
-    "- define the start and end points od a sliding window with a length of 500 datapoints and a step size of 2\n",
+    "- define the start and end points of a sliding window with a length of 500 datapoints and a step size of 2\n",
     "- loop through those start and end points\n",
     "- per iteration:\n",
     "    - take three consecutive time windows (window_1 = data[start:end,:], window_2 = data[start+500:end+500,:],\n",
@@ -275,15 +305,15 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 7,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "CPU times: user 2.33 ms, sys: 45 µs, total: 2.38 ms\n",
-      "Wall time: 1.73 ms\n"
+      "CPU times: user 3.27 ms, sys: 3.47 ms, total: 6.73 ms\n",
+      "Wall time: 5.11 ms\n"
      ]
     }
    ],
@@ -306,7 +336,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": 8,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -316,29 +346,21 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
+   "execution_count": 9,
    "metadata": {},
    "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "100%|█████████▉| 709344/709696 [02:24<00:00, 4846.28it/s]"
-     ]
-    },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "CPU times: user 2min 25s, sys: 1.03 s, total: 2min 26s\n",
-      "Wall time: 2min 26s\n"
+      "CPU times: user 1min 11s, sys: 2.11 s, total: 1min 13s\n",
+      "Wall time: 1min 13s\n"
      ]
     }
    ],
    "source": [
     "%%time\n",
     "\n",
-    "pbar = tqdm(total = len(ix_start))\n",
     "data_filt = []\n",
     "for start, end in zip(ix_start, ix_end):\n",
     "    \n",
@@ -347,8 +369,6 @@
     "    pow_3 = mean_pow(all_data[start+1000:end+1000, :])\n",
     "    data_filt.append(np.hstack([pow_1, pow_2, pow_3]))\n",
     "    \n",
-    "    pbar.update(1)\n",
-    "    \n",
     "data_filt = np.array(data_filt)\n",
     "events_filt = np.array([all_events[end + 1501, :] for end in ix_end])"
    ]
@@ -362,18 +382,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 10,
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "\r",
-      "100%|██████████| 709696/709696 [02:40<00:00, 4846.28it/s]"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "# split of the data\n",
     "from sklearn.model_selection import train_test_split\n",
@@ -398,125 +409,272 @@
     "    - a classifier of your choice (e.g. LogisticRegression, AdaBoost...)\n",
     "\n",
     "\n",
-    "2. Choose an appropriate parametrization of the classifier according to the imbalance of the data.\n",
+    "2. Choose an appropriate parametrization of the classifier according to the imbalance of the data (see lecture 6).\n",
     "\n",
     "\n",
     "3. Transfer the multi-class classification problem into a one-vs-rest classification.\n",
     "\n",
     "\n",
-    "4. Use cross-validation to test the model performance (scoring: 'roc_auc', cv = 5)."
+    "4. Use cross-validation to test the model performance (cv = 5).\n",
+    "\n",
+    "\n",
+    "5. Use the ROC-AUC curve and the confusion matrix for the evaluation of the model.\n",
+    "\n",
+    "\n",
+    "6. Visualize the model performance by plotting the true and predicted hand movements.\n",
+    "\n",
+    "\n",
+    "7. Repeat the above named steps for another classifier and compare the results. \n",
+    "\n",
+    "<div class=\"alert alert-block alert-warning\">\n",
+    "    <i class=\"fa fa-info-circle\"></i>&nbsp; <strong>ROC (Receiver Operating Characteristics) curve</strong>  \n",
+    "    <p>A classifier can produce four different types of results:</p>\n",
+    "    <p>- <strong>true positive</strong> (arm movement was observed and predicted)</p>\n",
+    "    <p>- <strong>true negative</strong> (arm movement was not observed and not predicted)</p>\n",
+    "    <p>- <strong>false positive</strong> (arm movement was not observed but predicted)</p>\n",
+    "    <p>- <strong>false negative</strong> (arm movement was observed but not predicted)</p>\n",
+    "    <p>\n",
+    "        <figure>\n",
+    "        <img src=\"./images/evaluation-measures-for-roc.png\" title=\"made at imgflip.com\" width=50%/>\n",
+    "        </figure>\n",
+    "    </p>\n",
+    "    <p>\n",
+    "    These four possible outcomes also determine the sensitivity and specificity of the classifier:</p>\n",
+    "    <p>- <strong>sensitivity</strong>: true positive rate (should be high) </p>\n",
+    "    <p>- <strong>specificity</strong>: false positive rate (should be low) </p>\n",
+    "    <p>\n",
+    "        <figure>\n",
+    "        <img src=\"./images/a-roc-curve-connecting-points.png\" title=\"made at imgflip.com\" width=30%/>\n",
+    "        </figure>\n",
+    "    </p>\n",
+    "    <p>\n",
+    "    <p> As the sensitivity should be high and the specificity should be low the ROC-curve for different classifier performances looks as follows:\n",
+    "    </p>\n",
+    "    <p>\n",
+    "        <center>\n",
+    "        <figure>\n",
+    "        <table><tr>\n",
+    "        <td> <img src=\"./images/a-roc-curve-of-a-random-classifier.png\" style=\"width: 400px;\"/> </td>\n",
+    "        <td> <img src=\"./images/a-roc-curve-of-a-perfect-classifier.png\" style=\"width: 400px;\"/> </td>\n",
+    "        </tr></table>\n",
+    "        </figure>\n",
+    "        </center>\n",
+    "    </p>\n",
+    "    <p>\n",
+    "    The metric <strong>'roc-auc'</strong> describes the area under the ROC-curve. Thus, the higher this values is the better is the performance of the classifier.\n",
+    "    </p>\n",
+    "    <p> All figures are from: https://classeval.wordpress.com/introduction/introduction-to-the-roc-receiver-operating-characteristics-plot/\n",
+    "    </p>\n",
+    "        \n",
+    "        \n",
+    "        \n",
+    "\n",
+    "</div>\n",
+    "\n",
+    "<div class=\"alert alert-block alert-warning\">\n",
+    "    <i class=\"fa fa-info-circle\"></i>&nbsp; <strong>One-vs-rest classification</strong>  \n",
+    "\n",
+    "</div>"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 12,
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "/cluster/apps/python/3.6.1/x86_64/lib64/python3.6/site-packages/sklearn/ensemble/weight_boosting.py:29: DeprecationWarning: numpy.core.umath_tests is an internal NumPy module and should not be imported. It will be removed in a future NumPy release.\n",
-      "  from numpy.core.umath_tests import inner1d\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "from sklearn.pipeline import make_pipeline\n",
     "from sklearn.decomposition import PCA\n",
+    "from sklearn.preprocessing import StandardScaler\n",
     "from sklearn.linear_model import LogisticRegression\n",
     "from sklearn.ensemble import AdaBoostClassifier\n",
+    "from sklearn.tree import DecisionTreeClassifier\n",
+    "from sklearn.ensemble import RandomForestClassifier\n",
     "\n",
-    "p = make_pipeline(PCA(10), AdaBoostClassifier())"
+    "p_lr = make_pipeline(PCA(10),  StandardScaler(), LogisticRegression(class_weight = 'balanced', solver = 'lbfgs'))\n",
+    "p_ab = make_pipeline(PCA(10),  StandardScaler(), AdaBoostClassifier(DecisionTreeClassifier(max_depth=10)))\n",
+    "p_rf = make_pipeline(PCA(10),  StandardScaler(), RandomForestClassifier(class_weight = 'balanced', n_estimators = 10))"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
+   "execution_count": 18,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "0.7933328086071505\n",
-      "0.784015968886133\n",
-      "0.7844319663739039\n",
-      "0.7813440191247094\n",
-      "0.8983360445273207\n",
-      "0.9057395329865956\n",
-      "CPU times: user 23min 11s, sys: 28.6 s, total: 23min 40s\n",
-      "Wall time: 23min 40s\n"
+      "[[216681 245832]\n",
+      " [  4079   8904]]\n",
+      "0.5771531047754554\n",
+      "[[176294 286200]\n",
+      " [  4633   8369]]\n",
+      "0.5124256829265147\n",
+      "[[162438 300066]\n",
+      " [  4412   8580]]\n",
+      "0.5058103318547253\n",
+      "[[154756 307734]\n",
+      " [  3264   9742]]\n",
+      "0.5418268538014647\n",
+      "[[235926 226490]\n",
+      " [  1481  11599]]\n",
+      "0.698488317230169\n",
+      "[[241616 220823]\n",
+      " [  1317  11740]]\n",
+      "0.7108082239663182\n",
+      "CPU times: user 3min 47s, sys: 27.4 s, total: 4min 14s\n",
+      "Wall time: 1min 23s\n"
      ]
     }
    ],
    "source": [
     "%%time\n",
-    "from sklearn.model_selection import cross_val_score\n",
+    "from sklearn.model_selection import cross_val_score, cross_val_predict\n",
+    "from sklearn.metrics import confusion_matrix, roc_auc_score\n",
+    "preds_lr = []\n",
     "for i in range(6):\n",
-    "    print(cross_val_score(p, X_train, y_train[:,i], scoring=\"roc_auc\", cv=5).mean())"
+    "    y_pred = cross_val_predict(p_lr, X_train, y_train[:,i], cv=5)\n",
+    "    #p.fit(X_train, y_train[:,i])\n",
+    "    #y_pred = p.predict(X_test)\n",
+    "    preds_lr.append(y_pred)\n",
+    "    print(confusion_matrix(y_train[:,i], y_pred))\n",
+    "    print(roc_auc_score(y_train[:,i], y_pred))"
    ]
   },
   {
-   "cell_type": "markdown",
+   "cell_type": "code",
+   "execution_count": 19,
    "metadata": {},
+   "outputs": [],
    "source": [
-    "#### Pipeline with Voting classifier"
+    "# %%time\n",
+    "# from sklearn.model_selection import cross_val_score, cross_val_predict\n",
+    "# from sklearn.metrics import confusion_matrix, roc_auc_score\n",
+    "# preds_ab = []\n",
+    "# for i in range(6):\n",
+    "#     y_pred = cross_val_predict(p_ab, X_train, y_train[:,i], cv=5)\n",
+    "#     #p.fit(X_train, y_train[:,i])\n",
+    "#     #y_pred = p.predict(X_test)\n",
+    "#     #preds.append(y_pred)\n",
+    "#     print(confusion_matrix(y_train[:,i], y_pred))\n",
+    "#     print(roc_auc_score(y_train[:,i], y_pred))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[[462437     76]\n",
+      " [   811  12172]]\n",
+      "0.9686846891035233\n",
+      "[[462402     92]\n",
+      " [   827  12175]]\n",
+      "0.9680977396809418\n",
+      "[[462425     79]\n",
+      " [   794  12198]]\n",
+      "0.9693573293233774\n",
+      "[[462396     94]\n",
+      " [   811  12195]]\n",
+      "0.9687204582970532\n",
+      "[[462295    121]\n",
+      " [   561  12519]]\n",
+      "0.9784242112983614\n",
+      "[[462326    113]\n",
+      " [   541  12516]]\n",
+      "0.9791609648651236\n",
+      "CPU times: user 7min 8s, sys: 23.1 s, total: 7min 31s\n",
+      "Wall time: 5min 35s\n"
+     ]
+    }
+   ],
+   "source": [
+    "%%time\n",
+    "from sklearn.model_selection import cross_val_score, cross_val_predict\n",
+    "from sklearn.metrics import confusion_matrix, roc_auc_score\n",
+    "preds_rf = []\n",
+    "for i in range(6):\n",
+    "    y_pred = cross_val_predict(p_rf, X_train, y_train[:,i], cv=5)\n",
+    "    #p.fit(X_train, y_train[:,i])\n",
+    "    #y_pred = p.predict(X_test)\n",
+    "    preds_rf.append(y_pred)\n",
+    "    print(confusion_matrix(y_train[:,i], y_pred))\n",
+    "    print(roc_auc_score(y_train[:,i], y_pred))"
    ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "Instead of using a single classifier, use a VotingClassifier including \n",
-    "- Linear Discriminant Analysis\n",
-    "- Random Forest Classifier\n",
-    "- Logistic Regression."
+    "#### Visualization of model results"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 28,
    "metadata": {},
    "outputs": [
     {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "0.9974193925440987\n",
-      "0.9981385930482368\n",
-      "0.9979205470458089\n",
-      "0.9975658676432658\n",
-      "0.9985596468772728\n",
-      "0.9984539704977335\n",
-      "CPU times: user 9min 57s, sys: 29.4 s, total: 10min 26s\n",
-      "Wall time: 10min 26s\n"
-     ]
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x504 with 6 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
     }
    ],
    "source": [
-    "%%time\n",
-    "from sklearn.discriminant_analysis import LinearDiscriminantAnalysis as LDA\n",
-    "from sklearn.ensemble import RandomForestClassifier, VotingClassifier\n",
-    "\n",
-    "lda = LDA()\n",
-    "rf = RandomForestClassifier(class_weight = 'balanced')\n",
-    "lr = LogisticRegression(class_weight = 'balanced')\n",
-    "\n",
-    "eclf = VotingClassifier(estimators=[('lda', lda), ('rf', rf), ('lr', lr)], voting = 'soft', weights=[1,1,1])\n",
-    "\n",
-    "p = make_pipeline(PCA(10), eclf)\n",
-    "\n",
+    "plt.figure(figsize = (10,7))\n",
+    "plt.subplots_adjust(wspace = 0.5)\n",
+    "plt.subplots_adjust(hspace = 0.5)\n",
     "for i in range(6):\n",
-    "    print(cross_val_score(p, X_train, y_train[:,i], scoring=\"roc_auc\", cv=5).mean())"
+    "    plt.subplot(2,3,i+1)\n",
+    "    plt.plot(y_train[800:1000, i])\n",
+    "    plt.plot(preds_lr[i][800:1000], '--')\n",
+    "    #plt.xticks([0.25, 1.25], ['no event', 'event'], fontsize = 14)\n",
+    "    #plt.yticks([500000, 1000000], [r'$5 \\cdot 10^{5}$', r'$1 \\cdot 10^{6}$'], fontsize = 14) \n",
+    "    plt.title('movement ' + str(i+1), fontsize = 14)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 27,
    "metadata": {},
-   "outputs": [],
-   "source": []
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x504 with 6 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.figure(figsize = (10,7))\n",
+    "plt.subplots_adjust(wspace = 0.5)\n",
+    "plt.subplots_adjust(hspace = 0.5)\n",
+    "for i in range(6):\n",
+    "    plt.subplot(2,3,i+1)\n",
+    "    plt.plot(y_train[800:1000, i])\n",
+    "    plt.plot(preds_rf[i][800:1000], '--')\n",
+    "    #plt.xticks([0.25, 1.25], ['no event', 'event'], fontsize = 14)\n",
+    "    #plt.yticks([500000, 1000000], [r'$5 \\cdot 10^{5}$', r'$1 \\cdot 10^{6}$'], fontsize = 14) \n",
+    "    plt.title('movement ' + str(i+1), fontsize = 14)"
+   ]
   },
   {
    "cell_type": "code",
@@ -542,7 +700,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.6.1"
+   "version": "3.6.8"
   }
  },
  "nbformat": 4,
diff --git a/images/a-roc-curve-connecting-points.png b/images/a-roc-curve-connecting-points.png
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-- 
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