ascombe-quartet-message.ipynb

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    "# Anscombe's quartet\n",
    "\n",
    "### Abstract\n",
    "\n",
    "📌 **You Should Always Plot Your Data Before Jumping to Conclusions**  \n",
    "Demonstrate both the importance of graphing data when analyzing data, and the effect of outliers and other influential observations on statistical properties. \n",
    "\n",
    "### Keys\n",
    "\n",
    "- 📌 Same stats but different graphs! \n",
    "- “Even if you’re very good at statistics, you might miss something”\n",
    "\n",
    "### Materials\n",
    "\n",
    "Anscombe's quartet (aka The Troll Dataset)\n",
    "- Well-known statistical dataset trick with a powerful message.\n",
    "it shows data visualization is not an optional or inferior angle to analytics. What we may have totally missed with the summary statistics was clear as day with the visualization.\n",
    "- Dataset created by statistician Francis Anscome in 1973. \n",
    "- 4 sets of eleven pairs of (x,y) coordinates data (labelled with cool Roman numerals I, II, III, IV)\n",
    "- We can explored and compared it in two ways: summarize or visualize it.\n",
    "\n"
   ]
  },
  {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>dataset</th>\n",
       "      <th>x</th>\n",
       "      <th>y</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>I</td>\n",
       "      <td>10.0</td>\n",
       "      <td>8.04</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>I</td>\n",
       "      <td>8.0</td>\n",
       "      <td>6.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>I</td>\n",
       "      <td>13.0</td>\n",
       "      <td>7.58</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>I</td>\n",
       "      <td>9.0</td>\n",
       "      <td>8.81</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>I</td>\n",
       "      <td>11.0</td>\n",
       "      <td>8.33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>I</td>\n",
       "      <td>14.0</td>\n",
       "      <td>9.96</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>I</td>\n",
       "      <td>6.0</td>\n",
       "      <td>7.24</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>I</td>\n",
       "      <td>4.0</td>\n",
       "      <td>4.26</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>I</td>\n",
       "      <td>12.0</td>\n",
       "      <td>10.84</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>I</td>\n",
       "      <td>7.0</td>\n",
       "      <td>4.82</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>I</td>\n",
       "      <td>5.0</td>\n",
       "      <td>5.68</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>II</td>\n",
       "      <td>10.0</td>\n",
       "      <td>9.14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>II</td>\n",
       "      <td>8.0</td>\n",
       "      <td>8.14</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   dataset     x      y\n",
       "0        I  10.0   8.04\n",
       "1        I   8.0   6.95\n",
       "2        I  13.0   7.58\n",
       "3        I   9.0   8.81\n",
       "4        I  11.0   8.33\n",
       "5        I  14.0   9.96\n",
       "6        I   6.0   7.24\n",
       "7        I   4.0   4.26\n",
       "8        I  12.0  10.84\n",
       "9        I   7.0   4.82\n",
       "10       I   5.0   5.68\n",
       "11      II  10.0   9.14\n",
       "12      II   8.0   8.14"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import seaborn as sns\n",
    "import pandas as pd\n",
    "anscombe = sns.load_dataset('anscombe')\n",
    "anscombe.head(13)  # 13 to show the 'II' dataset starting..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(44, 1)"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Pretty simple dataset...\n",
    "anscombe.shape"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# A. Dataset summary statistics\n",
    "\n",
    "See differences? Not a lot. Very similar groups."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th colspan=\"8\" halign=\"left\">x</th>\n",
       "      <th colspan=\"8\" halign=\"left\">y</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th>count</th>\n",
       "      <th>mean</th>\n",
       "      <th>std</th>\n",
       "      <th>min</th>\n",
       "      <th>25%</th>\n",
       "      <th>50%</th>\n",
       "      <th>75%</th>\n",
       "      <th>max</th>\n",
       "      <th>count</th>\n",
       "      <th>mean</th>\n",
       "      <th>std</th>\n",
       "      <th>min</th>\n",
       "      <th>25%</th>\n",
       "      <th>50%</th>\n",
       "      <th>75%</th>\n",
       "      <th>max</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>dataset</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>I</th>\n",
       "      <td>11.0</td>\n",
       "      <td>9.0</td>\n",
       "      <td>3.316625</td>\n",
       "      <td>4.0</td>\n",
       "      <td>6.5</td>\n",
       "      <td>9.0</td>\n",
       "      <td>11.5</td>\n",
       "      <td>14.0</td>\n",
       "      <td>11.0</td>\n",
       "      <td>7.500909</td>\n",
       "      <td>2.031568</td>\n",
       "      <td>4.26</td>\n",
       "      <td>6.315</td>\n",
       "      <td>7.58</td>\n",
       "      <td>8.57</td>\n",
       "      <td>10.84</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>II</th>\n",
       "      <td>11.0</td>\n",
       "      <td>9.0</td>\n",
       "      <td>3.316625</td>\n",
       "      <td>4.0</td>\n",
       "      <td>6.5</td>\n",
       "      <td>9.0</td>\n",
       "      <td>11.5</td>\n",
       "      <td>14.0</td>\n",
       "      <td>11.0</td>\n",
       "      <td>7.500909</td>\n",
       "      <td>2.031657</td>\n",
       "      <td>3.10</td>\n",
       "      <td>6.695</td>\n",
       "      <td>8.14</td>\n",
       "      <td>8.95</td>\n",
       "      <td>9.26</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>III</th>\n",
       "      <td>11.0</td>\n",
       "      <td>9.0</td>\n",
       "      <td>3.316625</td>\n",
       "      <td>4.0</td>\n",
       "      <td>6.5</td>\n",
       "      <td>9.0</td>\n",
       "      <td>11.5</td>\n",
       "      <td>14.0</td>\n",
       "      <td>11.0</td>\n",
       "      <td>7.500000</td>\n",
       "      <td>2.030424</td>\n",
       "      <td>5.39</td>\n",
       "      <td>6.250</td>\n",
       "      <td>7.11</td>\n",
       "      <td>7.98</td>\n",
       "      <td>12.74</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>IV</th>\n",
       "      <td>11.0</td>\n",
       "      <td>9.0</td>\n",
       "      <td>3.316625</td>\n",
       "      <td>8.0</td>\n",
       "      <td>8.0</td>\n",
       "      <td>8.0</td>\n",
       "      <td>8.0</td>\n",
       "      <td>19.0</td>\n",
       "      <td>11.0</td>\n",
       "      <td>7.500909</td>\n",
       "      <td>2.030579</td>\n",
       "      <td>5.25</td>\n",
       "      <td>6.170</td>\n",
       "      <td>7.04</td>\n",
       "      <td>8.19</td>\n",
       "      <td>12.50</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            x                                               y            \\\n",
       "        count mean       std  min  25%  50%   75%   max count      mean   \n",
       "dataset                                                                   \n",
       "I        11.0  9.0  3.316625  4.0  6.5  9.0  11.5  14.0  11.0  7.500909   \n",
       "II       11.0  9.0  3.316625  4.0  6.5  9.0  11.5  14.0  11.0  7.500909   \n",
       "III      11.0  9.0  3.316625  4.0  6.5  9.0  11.5  14.0  11.0  7.500000   \n",
       "IV       11.0  9.0  3.316625  8.0  8.0  8.0   8.0  19.0  11.0  7.500909   \n",
       "\n",
       "                                                   \n",
       "              std   min    25%   50%   75%    max  \n",
       "dataset                                            \n",
       "I        2.031568  4.26  6.315  7.58  8.57  10.84  \n",
       "II       2.031657  3.10  6.695  8.14  8.95   9.26  \n",
       "III      2.030424  5.39  6.250  7.11  7.98  12.74  \n",
       "IV       2.030579  5.25  6.170  7.04  8.19  12.50  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "anscombe.groupby('dataset').describe()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# B. Dataset visualization\n",
    "\n",
    "Because the human brain is rubbish at gleaning information from tabular data — even for this pathetically small dataset — let's plot out each of the four datasets and compare them.\n",
    "\n",
    "All four sets are identical when examined using simple summary statistics, but vary considerably when graphed:\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.FacetGrid at 0x1baed036fa0>"
      ]
     },
     "execution_count": 58,
     "metadata": {},
     "output_type": "execute_result"
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    {
     "data": {
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",
      "text/plain": [
       "<Figure size 864x216 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "g = sns.FacetGrid(anscombe, col=\"dataset\")\n",
    "g.map(sns.scatterplot, \"x\", \"y\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Another point of view:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:xlabel='x', ylabel='y'>"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x396 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.scatterplot(data=anscombe, x='x', y='y', hue='dataset')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The pairs looked nearly identical when we summarized them, but the visualization shows great differences. Thanks outliers!\n",
    "\n",
    "The group of four data sets that have the same “summary statistics” (mean, standard deviation, Pearson’s correlation). Yet they each produce wildly different graphs. It’s a famed demonstration of just how vital it can be to visualize data rather than relying on statistics alone\n",
    "\n",
    "# Moral of the story\n",
    "\n",
    "Anscombe’s quartet show us that data visualization is not an optional or inferior angle to analytics. It is a part of the analytic process.  \n",
    "Secondary moral is to be very skeptical of small sample sizes.\n",
    "\n",
    "# Generalization\n",
    "\n",
    "Since its publication, several methods to generate similar data sets with identical statistics and dissimilar graphics have been developed. One of these, the Datasaurus Dozen, consists of points tracing out the outline of a dinosaur, plus twelve other data sets that have the same summary statistics"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### More\n",
    "\n",
    "- https://en.wikipedia.org/wiki/Anscombe%27s_quartet\n",
    "- https://blog.revolutionanalytics.com/2017/05/the-datasaurus-dozen.html\n",
    "- https://thenewstatistics.com/itns/2017/05/11/what-the-datasaurus-tells-us-data-pictures-are-cool/\n",
    "- https://www.autodesk.com/research/publications/same-stats-different-graphs\n",
    "- https://damassets.autodesk.net/content/dam/autodesk/research/publications-assets/pdf/same-stats-different-graphs.pdf"
   ]
  }
 ],
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