03_AB_Test.ipynb

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    "<img style=\"float: right;\" src=\"https://s3.us-west-2.amazonaws.com/secure.notion-static.com/42230d9d-a62f-4465-84b6-dddfb6d25d22/new_black_logo.png?X-Amz-Algorithm=AWS4-HMAC-SHA256&X-Amz-Content-Sha256=UNSIGNED-PAYLOAD&X-Amz-Credential=AKIAT73L2G45EIPT3X45%2F20220718%2Fus-west-2%2Fs3%2Faws4_request&X-Amz-Date=20220718T112710Z&X-Amz-Expires=86400&X-Amz-Signature=ea07d96b7a0acfc89143d82e9e340203a8d29c7b95e878d1286ca3db463b0faf&X-Amz-SignedHeaders=host&response-content-disposition=filename%20%3D%22new_black_logo.png%22&x-id=GetObject\" width=\"250\">"
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    "<div class=\"alert alert-info\" role=\"alert\">    \n",
    "    \n",
    "<h1>İş Problemi</h1>\n",
    "\n",
    "<p>Bir fast food zinciri menüsüne yeni bir ürün eklemeyi planlıyor.</p>\n",
    "\n",
    "<p>Bu yeni ürün tanıtımı için üç olası pazarlama kampanyası konusunda ise kararsızlar.</p>\n",
    "\n",
    "<p>Hangi promosyonun satışlar üzerinde en büyük etkiye sahip olduğunu belirlemek için, yeni çıkarılan ürün rastgele seçilmiş birkaç markette tanıtılıyor.</p>\n",
    "\n",
    "<p>Farklı lokasyonlarda tanıtılan bu promosyanlar ile yeni ürünün haftalık satışları ilk dört hafta boyunca kaydedilmiştir.</p>\n",
    "\n",
    "<h1>Görev</h1>\n",
    "\n",
    "<p>A/B testi sonuçlarını değerlendiriniz ve hangi pazarlama stratejisinin en iyi sonucu verdiğine karar veriniz.</p>\n",
    "\n",
    "\n",
    "<h1>Değişkenler</h1>\n",
    "    \n",
    "<li> <b>MarketID:</b> Unique market id </li>\n",
    "<li> <b>MarketSize:</b> Market Büyüklüğü </li>\n",
    "<li> <b>LocationID:</b> Unique mağaza lokasyonu </li>\n",
    "<li> <b>AgeOfStore:</b> Mağaza yaşı </li>\n",
    "<li> <b>Promotion:</b> Test edilen promosyon tipi </li>\n",
    "<li> <b>week:</b> Promosyonların yönetildiği dört haftadan biri </li>\n",
    "<li> <b>SalesInThousands:</b> Satış tutarı </li>\n",
    "\n",
    "</div>\n"
   ]
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   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# !pip install statsmodels\n",
    "import statsmodels.stats.api as sms\n",
    "from statsmodels.graphics.gofplots import qqplot\n",
    "from scipy.stats import shapiro, levene, ttest_ind, mannwhitneyu, f_oneway, kruskal"
   ]
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  {
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   "execution_count": 19,
   "id": "0a88f25f-59e1-4f53-858c-345996a35e87",
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   "source": [
    "plt.style.use('fivethirtyeight')"
   ]
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   "execution_count": 20,
   "id": "686a8c03-2746-4cf4-9b3b-1e38250449ae",
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   "source": [
    "df = pd.read_csv('data/wa_marketing_campaign.csv')"
   ]
  },
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   "cell_type": "code",
   "execution_count": 21,
   "id": "252bc9ea-a2fc-4b69-9726-57cccfcfa754",
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>MarketID</th>\n",
       "      <th>MarketSize</th>\n",
       "      <th>LocationID</th>\n",
       "      <th>AgeOfStore</th>\n",
       "      <th>Promotion</th>\n",
       "      <th>week</th>\n",
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       "      <th>0</th>\n",
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       "      <td>1</td>\n",
       "      <td>4</td>\n",
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       "      <td>1</td>\n",
       "      <td>33.73</td>\n",
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       "      <th>1</th>\n",
       "      <td>1</td>\n",
       "      <td>Medium</td>\n",
       "      <td>1</td>\n",
       "      <td>4</td>\n",
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       "      <td>2</td>\n",
       "      <td>35.67</td>\n",
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       "      <td>1</td>\n",
       "      <td>Medium</td>\n",
       "      <td>1</td>\n",
       "      <td>4</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>29.03</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1</td>\n",
       "      <td>Medium</td>\n",
       "      <td>1</td>\n",
       "      <td>4</td>\n",
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       "      <td>4</td>\n",
       "      <td>39.25</td>\n",
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       "      <td>2</td>\n",
       "      <td>5</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>27.81</td>\n",
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       "   MarketID MarketSize  LocationID  AgeOfStore  Promotion  week  \\\n",
       "0         1     Medium           1           4          3     1   \n",
       "1         1     Medium           1           4          3     2   \n",
       "2         1     Medium           1           4          3     3   \n",
       "3         1     Medium           1           4          3     4   \n",
       "4         1     Medium           2           5          2     1   \n",
       "\n",
       "   SalesInThousands  \n",
       "0             33.73  \n",
       "1             35.67  \n",
       "2             29.03  \n",
       "3             39.25  \n",
       "4             27.81  "
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    "df.head()"
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      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 548 entries, 0 to 547\n",
      "Data columns (total 7 columns):\n",
      " #   Column            Non-Null Count  Dtype  \n",
      "---  ------            --------------  -----  \n",
      " 0   MarketID          548 non-null    int64  \n",
      " 1   MarketSize        548 non-null    object \n",
      " 2   LocationID        548 non-null    int64  \n",
      " 3   AgeOfStore        548 non-null    int64  \n",
      " 4   Promotion         548 non-null    int64  \n",
      " 5   week              548 non-null    int64  \n",
      " 6   SalesInThousands  548 non-null    float64\n",
      "dtypes: float64(1), int64(5), object(1)\n",
      "memory usage: 30.1+ KB\n"
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    "df.info()"
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   "cell_type": "code",
   "execution_count": 23,
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       "      <th>1</th>\n",
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       "      <td>50.20</td>\n",
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       "      <th>4</th>\n",
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       "     SalesInThousands                  \n",
       "                count       mean median\n",
       "week                                   \n",
       "1                 137  53.790584  50.20\n",
       "2                 137  53.386569  51.09\n",
       "3                 137  53.474599  50.11\n",
       "4                 137  53.213066  49.71"
      ]
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   "source": [
    "# Haftalara göre satış istatistikleri\n",
    "df.groupby('week').agg({'SalesInThousands': ['count', 'mean', 'median']})"
   ]
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   "execution_count": 24,
   "id": "c6b56dce-42aa-4900-87df-2ced8c26096d",
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       "      <th>Large</th>\n",
       "      <td>168</td>\n",
       "      <td>70.116726</td>\n",
       "      <td>75.020</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Medium</th>\n",
       "      <td>320</td>\n",
       "      <td>43.985344</td>\n",
       "      <td>44.590</td>\n",
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       "           SalesInThousands                   \n",
       "                      count       mean  median\n",
       "MarketSize                                    \n",
       "Large                   168  70.116726  75.020\n",
       "Medium                  320  43.985344  44.590\n",
       "Small                    60  57.409333  57.555"
      ]
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     "execution_count": 24,
     "metadata": {},
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   ],
   "source": [
    "# Market tipine göre satış istatistikleri\n",
    "df.groupby('MarketSize').agg({'SalesInThousands': ['count', 'mean', 'median']})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
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       "  <thead>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th colspan=\"3\" halign=\"left\">SalesInThousands</th>\n",
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       "      <th></th>\n",
       "      <th>count</th>\n",
       "      <th>mean</th>\n",
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       "      <th>Promotion</th>\n",
       "      <th></th>\n",
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       "      <th>1</th>\n",
       "      <td>172</td>\n",
       "      <td>58.099012</td>\n",
       "      <td>55.385</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>188</td>\n",
       "      <td>47.329415</td>\n",
       "      <td>45.385</td>\n",
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       "      <th>3</th>\n",
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       "          SalesInThousands                   \n",
       "                     count       mean  median\n",
       "Promotion                                    \n",
       "1                      172  58.099012  55.385\n",
       "2                      188  47.329415  45.385\n",
       "3                      188  55.364468  51.165"
      ]
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     "execution_count": 25,
     "metadata": {},
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   ],
   "source": [
    "# Uygulanan promosyon tipine göre satış istatistikleri\n",
    "df.groupby('Promotion').agg({'SalesInThousands': ['count', 'mean', 'median']})"
   ]
  },
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   "cell_type": "code",
   "execution_count": 26,
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       "      <th rowspan=\"3\" valign=\"top\">Large</th>\n",
       "      <th>1</th>\n",
       "      <td>56</td>\n",
       "      <td>75.235893</td>\n",
       "      <td>72.835</td>\n",
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       "      <th>2</th>\n",
       "      <td>64</td>\n",
       "      <td>60.322031</td>\n",
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       "      <td>82.345</td>\n",
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       "      <th rowspan=\"3\" valign=\"top\">Medium</th>\n",
       "      <th>1</th>\n",
       "      <td>96</td>\n",
       "      <td>47.672604</td>\n",
       "      <td>47.425</td>\n",
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       "      <th>2</th>\n",
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       "      <td>39.765</td>\n",
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       "      <th>3</th>\n",
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       "      <td>46.295</td>\n",
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       "      <th rowspan=\"3\" valign=\"top\">Small</th>\n",
       "      <th>1</th>\n",
       "      <td>20</td>\n",
       "      <td>60.162500</td>\n",
       "      <td>61.145</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>16</td>\n",
       "      <td>50.810625</td>\n",
       "      <td>51.600</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>24</td>\n",
       "      <td>59.514167</td>\n",
       "      <td>59.745</td>\n",
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      "text/plain": [
       "                     SalesInThousands                   \n",
       "                                count       mean  median\n",
       "MarketSize Promotion                                    \n",
       "Large      1                       56  75.235893  72.835\n",
       "           2                       64  60.322031  53.010\n",
       "           3                       48  77.203958  82.345\n",
       "Medium     1                       96  47.672604  47.425\n",
       "           2                      108  39.114352  39.765\n",
       "           3                      116  45.468879  46.295\n",
       "Small      1                       20  60.162500  61.145\n",
       "           2                       16  50.810625  51.600\n",
       "           3                       24  59.514167  59.745"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Market ve Promosyon Tipi kırılımında satış istatistikleri\n",
    "df.groupby(['MarketSize', 'Promotion']).agg({'SalesInThousands': ['count', 'mean', 'median']})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "f238a993-80d5-4dc8-982f-c49ee8503a6e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "fig, axs = plt.subplots(1, 3, figsize=(15, 5))\n",
    "\n",
    "qqplot(np.array(df.loc[(df['Promotion'] ==1), 'SalesInThousands']), line='s', ax=axs[0])\n",
    "qqplot(np.array(df.loc[(df['Promotion'] ==2), 'SalesInThousands']), line='s', ax=axs[1])\n",
    "qqplot(np.array(df.loc[(df['Promotion'] ==3), 'SalesInThousands']), line='s', ax=axs[2])\n",
    "\n",
    "\n",
    "axs[0].set_title(\"Promotion 1\")\n",
    "axs[1].set_title(\"Promotion 2\")\n",
    "axs[2].set_title(\"Promotion 3\")\n",
    "\n",
    "fig.suptitle(f\"QQ-Plot by Promotion Types\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "233f4337-4a7e-4123-8614-3da3698cdaae",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "market_sizes = df['MarketSize'].unique()\n",
    "\n",
    "for market_size in market_sizes:\n",
    "\n",
    "    fig, axs = plt.subplots(1, 3, figsize=(15, 5))\n",
    "\n",
    "    qqplot(np.array(df.loc[(df['Promotion'] ==1) & (df['MarketSize'] == market_size), 'SalesInThousands']), line='s', ax=axs[0])\n",
    "    qqplot(np.array(df.loc[(df['Promotion'] ==2) & (df['MarketSize'] == market_size), 'SalesInThousands']), line='s', ax=axs[1])\n",
    "    qqplot(np.array(df.loc[(df['Promotion'] ==3) & (df['MarketSize'] == market_size), 'SalesInThousands']), line='s', ax=axs[2])\n",
    "    \n",
    "\n",
    "    axs[0].set_title(\"Promotion 1\")\n",
    "    axs[1].set_title(\"Promotion 2\")\n",
    "    axs[2].set_title(\"Promotion 3\")\n",
    "    \n",
    "    fig.suptitle(f\"QQ-Plot by Sales & Promotion Types - {market_size} Market Size\")\n",
    "    \n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2d31095d-9ebb-4ac8-8783-be644d815c19",
   "metadata": {},
   "source": [
    "# ANOVA (Analysis of Variance)\n",
    "\n",
    "İkiden fazla grup ortalamasını karşılaştırmak için kullanılır."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b8370741-fac8-4dd6-a60b-021d04d907fe",
   "metadata": {},
   "source": [
    "### 1. Hipotezleri kur\n",
    "\n",
    "- HO: m1 = m2 = m3 = m4 (Grup ortalamaları arasında fark yoktur.)\n",
    "-  H1: .. fark vardır\n",
    "\n",
    "### 2. Varsayım kontrolü\n",
    "\n",
    "- Normallik varsayımı\n",
    "- Varyans homojenliği varsayımı\n",
    "\n",
    "---\n",
    "- Varsayım sağlanıyorsa **One Way ANOVA**\n",
    "- Varsayım sağlanmıyorsa **Kruskal Wallis**\n",
    "\n",
    "H0: Normal dağılım varsayımı sağlanmaktadır."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2d7d4964-6239-4b53-b051-63368611858a",
   "metadata": {},
   "source": [
    "### 1) Normallik Varsayımı - Shapiro Wilk Test"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "f13a8098-48c5-4212-85f1-cb53b7adf3eb",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Promotion: 3 p-value: 0.0000\n",
      "Promotion: 2 p-value: 0.0000\n",
      "Promotion: 1 p-value: 0.0000\n"
     ]
    }
   ],
   "source": [
    "for promotion in list(df[\"Promotion\"].unique()):\n",
    "    pvalue = shapiro(df.loc[df[\"Promotion\"] == promotion, \"SalesInThousands\"])[1]\n",
    "    print('Promotion:', promotion, 'p-value: %.4f' % pvalue)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ea41940d-5d67-4a80-afac-88c41b8a5309",
   "metadata": {},
   "source": [
    "3 Promosyon içinde H0 red yani, normallik varsayımı sağlanmamaktadır. Non parametrik teste gidilmeli, yine de varyans homojenliğini bir kontrol edelim."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b1435559-7f8f-4665-8e61-609949fc3d56",
   "metadata": {},
   "source": [
    "### 2) Varyans Homojenliği Varsayımı - Levene Test"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "dafb200b-1f8e-4ef3-b983-ac6bd3497510",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Stat = 1.2697, p-value = 0.2818\n"
     ]
    }
   ],
   "source": [
    "# H0: Varyans homojenliği varsayımı sağlanmaktadır.\n",
    "\n",
    "test_stat, pvalue = levene(df.loc[df[\"Promotion\"] == 1, \"SalesInThousands\"],\n",
    "                           df.loc[df[\"Promotion\"] == 2, \"SalesInThousands\"],\n",
    "                           df.loc[df[\"Promotion\"] == 3, \"SalesInThousands\"])\n",
    "print('Test Stat = %.4f, p-value = %.4f' % (test_stat, pvalue))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c464fe75-19af-4c9e-8bf6-c96aeb674b82",
   "metadata": {},
   "source": [
    "### 3) Hipotez testi ve p-value yorumu"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b7d6df5e-7833-4696-a2cc-711a9e27fd1e",
   "metadata": {},
   "source": [
    "Normallik varsayımı sağlanmamakta, varyans homojenliği varsayımı ise sağlanmaktadır. Dolayısı ile Non-parametrik test uygulanmalıdır."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "8983e881-f4fc-4743-866a-cb12d3aa5e54",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead tr th {\n",
       "        text-align: left;\n",
       "    }\n",
       "\n",
       "    .dataframe thead tr:last-of-type th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th colspan=\"2\" halign=\"left\">SalesInThousands</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th>mean</th>\n",
       "      <th>median</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Promotion</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>58.099012</td>\n",
       "      <td>55.385</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>47.329415</td>\n",
       "      <td>45.385</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>55.364468</td>\n",
       "      <td>51.165</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          SalesInThousands        \n",
       "                      mean  median\n",
       "Promotion                         \n",
       "1                58.099012  55.385\n",
       "2                47.329415  45.385\n",
       "3                55.364468  51.165"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Uygulanan promosyon tipine göre satış istatistikleri\n",
    "df.groupby('Promotion').agg({'SalesInThousands': ['mean', 'median']})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "744911b3-c5df-4d0b-a65f-dac5660bcc36",
   "metadata": {},
   "source": [
    "### Hatırlatma\n",
    "\n",
    "- İkiden fazla grup testi ile gruplar arasında fark var mı sorusu ile \n",
    "- grupların ayrı ayrı ortalamaları arasında fark var mı sorusunu test etmek \n",
    "\n",
    "**farklı şeylerdir.**\n",
    "\n",
    "\n",
    "ANOVA, Kruskal Wallis gibi yöntemlerde grup içi ve gruplar arasındaki değişkenlik göz önünde bulundurulur."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "10ef15ff-20aa-4898-8185-15a356cff6ba",
   "metadata": {},
   "source": [
    "### Nonparametrik ANOVA Testi - Kruskal Wallis\n",
    "\n",
    "- HO: m1 = m2 = m3 = m4 (Grup ortalamaları arasında fark yoktur.)\n",
    "\n",
    "- H1: .. fark vardır\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "573e96e7-5a2e-4ec3-b83b-ad93bef6fb82",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "KruskalResult(statistic=53.29475169322799, pvalue=2.6741866266697816e-12)"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "kruskal(df.loc[df[\"Promotion\"] == 1, \"SalesInThousands\"],\n",
    "               df.loc[df[\"Promotion\"] == 2, \"SalesInThousands\"],\n",
    "               df.loc[df[\"Promotion\"] == 3, \"SalesInThousands\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c7d52dcd-dd6e-4e9e-97b2-bc7d9725daf2",
   "metadata": {},
   "source": [
    "Pvalue değeri 0.05'ten küçük olduğu için H0 Reddedilir yani, gruplar arasında anlamlı bir **farklılık vardır.**"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e336a812-5c43-428f-a302-dfb2dbb41f60",
   "metadata": {},
   "source": [
    "### Fark Hangi Gruptan Kaynaklanıyor - Tukey Testi"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "09c37261-d733-40fd-ae16-cd646daaafac",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " Multiple Comparison of Means - Tukey HSD, FWER=0.05 \n",
      "=====================================================\n",
      "group1 group2 meandiff p-adj   lower    upper  reject\n",
      "-----------------------------------------------------\n",
      "     1      2 -10.7696    0.0 -14.7738 -6.7654   True\n",
      "     1      3  -2.7345 0.2444  -6.7388  1.2697  False\n",
      "     2      3   8.0351    0.0   4.1208 11.9493   True\n",
      "-----------------------------------------------------\n"
     ]
    }
   ],
   "source": [
    "from statsmodels.stats.multicomp import MultiComparison\n",
    "comparison = MultiComparison(df['SalesInThousands'], df['Promotion'])\n",
    "tukey = comparison.tukeyhsd(0.05)\n",
    "print(comparison.tukeyhsd(0.05))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "19205849-1342-4448-b33b-f802dc72ce5f",
   "metadata": {},
   "source": [
    "- 1 ve 2 promosyonları arasında anlamlı bir farklılık **vardır.**\n",
    "- 1 ve 3 promosyonları arasında anlamlı bir farklılık yoktur.\n",
    "- 2 ve 3 promosyonları arasında anlamlı bir farklılık **vardır.**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "7080c77b-f627-4bc9-9628-384105cac49e",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>SalesInThousands</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Promotion</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
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       "      <th>1</th>\n",
       "      <td>58.099012</td>\n",
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      "text/plain": [
       "           SalesInThousands\n",
       "Promotion                  \n",
       "1                 58.099012\n",
       "2                 47.329415\n",
       "3                 55.364468"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "df.groupby('Promotion').agg({'SalesInThousands': 'mean'})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "65130d99-9d72-4b6b-a971-16ed8d9a3556",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-success\" role=\"alert\">\n",
    "\n",
    "<h1>Tavsiye:</h1> \n",
    "\n",
    "<p>Elimizdeki mevcut veriyle promosyon 1'i tavsiye ediyoruz fakat data sayısı arttırılarak tekrar ölçümlenmesinde fayda görüyoruz</p>\n",
    "<p>%60 Promosyon 1, %40 Promosyon 3'ün kullanıldığı hibrit bir kampanya uygulamakta da fayda olabilir. </p>\n",
    "</div>"
   ]
  }
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