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  "colab": {
   "provenance": [],
   "gpuType": "T4"
  },
  "kernelspec": {
   "name": "python3",
   "display_name": "Python 3"
  },
  "language_info": {
   "name": "python"
  }
 },
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "title"
   },
   "source": "# 📡 Telco Müşteri Kaybı (Churn) Tahmini\n## Kuantum Makine Öğrenmesi (QML) ile Uçtan Uca Uygulama\n\n**Hedef kitle:** Öğrenciler ve QML’e giriş yapan araştırmacılar  \n**Ortam:** Google Colab  \n**Kütüphaneler:** Qiskit, Qiskit Machine Learning, scikit-learn, XGBoost\n\n---\n\n### Proje Özeti\nBu notebook’ta telekomünikasyon sektöründe kritik bir problem olan **müşteri kaybı (churn)** tahminini hem klasik hem de kuantum makine öğrenmesi yöntemleriyle ele alıyoruz.\n\n| Aşama | İçerik |\n|-------|--------|\n| 1 | Ortam kurulumu |\n| 2 | Veri yükleme ve keşifsel analiz (EDA) |\n| 3 | Ön işleme + PCA boyut indirgeme |\n| 4 | Klasik modeller (Random Forest, XGBoost) |\n| 5 | Kuantum model – VQC (Variational Quantum Classifier) |\n| 6 | Kuantum model – Quantum Kernel + QSVC |\n| 7 | Karşılaştırmalı performans analizi |\n| 8 | Akademik tartışma ve gelecek çalışmalar |\n\n> **Önemli Not:** Kuantum simülasyonları hesaplama yoğun olduğu için eğitim setini bilinçli olarak sınırlıyoruz. Bu, NISQ dönemi gerçekliğini yansıtan pedagojik bir tercihtir.",
   "id": "title"
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "section1"
   },
   "source": "## 1. Ortam Kurulumu\n\nAşağıdaki hücreyi **bir kez** çalıştırın. Kurulum 1–3 dakika sürebilir.",
   "id": "section1"
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "id": "setup",
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786280137883,
     "user_tz": -180,
     "elapsed": 42048,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "fb2f3005-f6ee-4ef7-d7b2-743bf60c31fe"
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Python: 3.12.13\n",
      "Mounted at /content/drive\n",
      "✅ Google Drive bağlandı\n",
      "\n",
      "📦 Paketler kuruluyor...\n",
      "\u001b[2K   \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.8/1.8 MB\u001b[0m \u001b[31m31.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
      "\u001b[?25h\n",
      "✅ Kurulum tamamlandı.\n"
     ]
    }
   ],
   "source": "# ============================================================\n# COLAB KURULUM + GOOGLE DRIVE\n# ============================================================\nimport sys\nprint(f\"Python: {sys.version.split()[0]}\")\n\ntry:\n    from google.colab import drive\n    drive.mount('/content/drive')\n    print(\"✅ Google Drive bağlandı\")\nexcept Exception as e:\n    print(f\"⚠️ Drive mount atlandı: {e}\")\n\nprint(\"\\n📦 Paketler kuruluyor...\")\n!pip install -q --upgrade pip\n!pip install -q qiskit qiskit-aer qiskit-machine-learning qiskit-algorithms\n!pip install -q scikit-learn pandas numpy matplotlib seaborn xgboost\n!pip install -q tqdm\n\nprint(\"\\n✅ Kurulum tamamlandı.\")",
   "id": "setup"
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "id": "imports",
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786280152889,
     "user_tz": -180,
     "elapsed": 4843,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "ff7bde36-5b53-4483-929e-274af4305d8c"
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "✅ Kütüphaneler yüklendi.\n"
     ]
    }
   ],
   "source": "import numpy as np\nimport pandas as pd\nimport matplotlib.pyplot as plt\nimport seaborn as sns\n\nfrom sklearn.model_selection import train_test_split\nfrom sklearn.preprocessing import StandardScaler, LabelEncoder\nfrom sklearn.decomposition import PCA\nfrom sklearn.ensemble import RandomForestClassifier\nfrom sklearn.svm import SVC\nfrom sklearn.metrics import (\n    accuracy_score, classification_report, confusion_matrix,\n    ConfusionMatrixDisplay, roc_auc_score, roc_curve\n)\nfrom xgboost import XGBClassifier\n\nimport warnings\nwarnings.filterwarnings('ignore')\n\nsns.set_style('whitegrid')\nplt.rcParams['figure.figsize'] = (10, 5)\nprint(\"✅ Kütüphaneler yüklendi.\")",
   "id": "imports"
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "section2"
   },
   "source": "## 2. Veri Setinin Yüklenmesi\n\n**Kaynak:** Hugging Face – `aai510-group1/telco-customer-churn`  \nBu veri seti, bir telekomünikasyon şirketinin müşterilerine ait demografik, hizmet ve fatura bilgilerini içerir. Hedef değişken **Churn** (müşteri terk etti mi?).",
   "id": "section2"
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "id": "load_data",
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 1000
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786280161228,
     "user_tz": -180,
     "elapsed": 1975,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "d7b8ec49-6dd5-43b3-8806-e84e584f8691"
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   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Veri seti Hugging Face üzerinden yükleniyor...\n",
      "Veri seti şekli: (4225, 52)\n",
      "\n",
      "Sütunlar:\n",
      "['Age', 'Avg Monthly GB Download', 'Avg Monthly Long Distance Charges', 'Churn Category', 'Churn Reason', 'Churn Score', 'City', 'CLTV', 'Contract', 'Country', 'Customer ID', 'Customer Status', 'Dependents', 'Device Protection Plan', 'Gender', 'Internet Service', 'Internet Type', 'Lat Long', 'Latitude', 'Longitude', 'Married', 'Monthly Charge', 'Multiple Lines', 'Number of Dependents', 'Number of Referrals', 'Offer', 'Online Backup', 'Online Security', 'Paperless Billing', 'Partner', 'Payment Method', 'Phone Service', 'Population', 'Premium Tech Support', 'Quarter', 'Referred a Friend', 'Satisfaction Score', 'Senior Citizen', 'State', 'Streaming Movies', 'Streaming Music', 'Streaming TV', 'Tenure in Months', 'Total Charges', 'Total Extra Data Charges', 'Total Long Distance Charges', 'Total Refunds', 'Total Revenue', 'Under 30', 'Unlimited Data', 'Zip Code', 'Churn']\n",
      "\n",
      "İlk 5 satır:\n"
     ]
    },
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       "   Age  Avg Monthly GB Download  Avg Monthly Long Distance Charges  \\\n",
       "0   72                        4                              19.44   \n",
       "1   27                       59                              45.62   \n",
       "2   59                        0                              16.07   \n",
       "3   25                       27                               0.00   \n",
       "4   31                       21                              17.22   \n",
       "\n",
       "    Churn Category         Churn Reason  Churn Score          City  CLTV  \\\n",
       "0              NaN                  NaN           51     San Mateo  4849   \n",
       "1              NaN                  NaN           27  Sutter Creek  3715   \n",
       "2              NaN                  NaN           59    Santa Cruz  5092   \n",
       "3              NaN                  NaN           49          Brea  2068   \n",
       "4  Dissatisfaction  Network reliability           88      San Jose  4026   \n",
       "\n",
       "         Contract        Country  ... Tenure in Months Total Charges  \\\n",
       "0        Two Year  United States  ...               25       2191.15   \n",
       "1  Month-to-Month  United States  ...               35       3418.20   \n",
       "2  Month-to-Month  United States  ...               46        851.20   \n",
       "3        One Year  United States  ...               27       1246.40   \n",
       "4        One Year  United States  ...               58       3563.80   \n",
       "\n",
       "   Total Extra Data Charges  Total Long Distance Charges Total Refunds  \\\n",
       "0                         0                       486.00           0.0   \n",
       "1                         0                      1596.70           0.0   \n",
       "2                         0                       739.22           0.0   \n",
       "3                        30                         0.00           0.0   \n",
       "4                         0                       998.76           0.0   \n",
       "\n",
       "   Total Revenue Under 30 Unlimited Data  Zip Code  Churn  \n",
       "0        2677.15        0              1     94403      0  \n",
       "1        5014.90        1              1     95685      0  \n",
       "2        1590.42        0              0     95064      0  \n",
       "3        1276.40        1              0     92823      0  \n",
       "4        4562.56        0              1     95117      1  \n",
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      "\n",
      "Veri tipleri ve eksik değerler:\n",
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 4225 entries, 0 to 4224\n",
      "Data columns (total 52 columns):\n",
      " #   Column                             Non-Null Count  Dtype  \n",
      "---  ------                             --------------  -----  \n",
      " 0   Age                                4225 non-null   int64  \n",
      " 1   Avg Monthly GB Download            4225 non-null   int64  \n",
      " 2   Avg Monthly Long Distance Charges  4225 non-null   float64\n",
      " 3   Churn Category                     1121 non-null   object \n",
      " 4   Churn Reason                       1121 non-null   object \n",
      " 5   Churn Score                        4225 non-null   int64  \n",
      " 6   City                               4225 non-null   object \n",
      " 7   CLTV                               4225 non-null   int64  \n",
      " 8   Contract                           4225 non-null   object \n",
      " 9   Country                            4225 non-null   object \n",
      " 10  Customer ID                        4225 non-null   object \n",
      " 11  Customer Status                    4225 non-null   object \n",
      " 12  Dependents                         4225 non-null   int64  \n",
      " 13  Device Protection Plan             4225 non-null   int64  \n",
      " 14  Gender                             4225 non-null   object \n",
      " 15  Internet Service                   4225 non-null   int64  \n",
      " 16  Internet Type                      3339 non-null   object \n",
      " 17  Lat Long                           4225 non-null   object \n",
      " 18  Latitude                           4225 non-null   float64\n",
      " 19  Longitude                          4225 non-null   float64\n",
      " 20  Married                            4225 non-null   int64  \n",
      " 21  Monthly Charge                     4225 non-null   float64\n",
      " 22  Multiple Lines                     4225 non-null   int64  \n",
      " 23  Number of Dependents               4225 non-null   int64  \n",
      " 24  Number of Referrals                4225 non-null   int64  \n",
      " 25  Offer                              1901 non-null   object \n",
      " 26  Online Backup                      4225 non-null   int64  \n",
      " 27  Online Security                    4225 non-null   int64  \n",
      " 28  Paperless Billing                  4225 non-null   int64  \n",
      " 29  Partner                            4225 non-null   int64  \n",
      " 30  Payment Method                     4225 non-null   object \n",
      " 31  Phone Service                      4225 non-null   int64  \n",
      " 32  Population                         4225 non-null   int64  \n",
      " 33  Premium Tech Support               4225 non-null   int64  \n",
      " 34  Quarter                            4225 non-null   object \n",
      " 35  Referred a Friend                  4225 non-null   int64  \n",
      " 36  Satisfaction Score                 4225 non-null   int64  \n",
      " 37  Senior Citizen                     4225 non-null   int64  \n",
      " 38  State                              4225 non-null   object \n",
      " 39  Streaming Movies                   4225 non-null   int64  \n",
      " 40  Streaming Music                    4225 non-null   int64  \n",
      " 41  Streaming TV                       4225 non-null   int64  \n",
      " 42  Tenure in Months                   4225 non-null   int64  \n",
      " 43  Total Charges                      4225 non-null   float64\n",
      " 44  Total Extra Data Charges           4225 non-null   int64  \n",
      " 45  Total Long Distance Charges        4225 non-null   float64\n",
      " 46  Total Refunds                      4225 non-null   float64\n",
      " 47  Total Revenue                      4225 non-null   float64\n",
      " 48  Under 30                           4225 non-null   int64  \n",
      " 49  Unlimited Data                     4225 non-null   int64  \n",
      " 50  Zip Code                           4225 non-null   int64  \n",
      " 51  Churn                              4225 non-null   int64  \n",
      "dtypes: float64(8), int64(30), object(14)\n",
      "memory usage: 1.7+ MB\n",
      "None\n"
     ]
    }
   ],
   "source": "print(\"Veri seti Hugging Face üzerinden yükleniyor...\")\n\nsplits = {\n    'train': 'train.csv',\n    'validation': 'validation.csv',\n    'test': 'test.csv'\n}\n\ndf = pd.read_csv(\"hf://datasets/aai510-group1/telco-customer-churn/\" + splits[\"train\"])\n\nprint(f\"Veri seti şekli: {df.shape}\")\nprint(f\"\\nSütunlar:\\n{df.columns.tolist()}\")\nprint(\"\\nİlk 5 satır:\")\ndisplay(df.head())\nprint(\"\\nVeri tipleri ve eksik değerler:\")\nprint(df.info())",
   "id": "load_data"
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "section3"
   },
   "source": "## 3. Keşifsel Veri Analizi (EDA)\n\nHedef dağılımını ve temel ilişkileri inceliyoruz.",
   "id": "section3"
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "id": "eda1",
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 543
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786280176209,
     "user_tz": -180,
     "elapsed": 411,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "bb929456-768c-4bb0-8084-c22103e0f22e"
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Hedef değişken: Churn\n",
      "\n",
      "Sınıf dağılımı:\n",
      "Churn\n",
      "0    3104\n",
      "1    1121\n",
      "Name: count, dtype: int64\n",
      "Churn oranı: 26.53%\n"
     ]
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ],
      "image/png": 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     },
     "metadata": {}
    }
   ],
   "source": "target_col = 'Churn' if 'Churn' in df.columns else df.columns[-1]\nprint(f\"Hedef değişken: {target_col}\")\nprint(f\"\\nSınıf dağılımı:\")\nprint(df[target_col].value_counts())\nprint(f\"\\nChurn oranı: {(df[target_col] == 'Yes').mean():.2%}\" if df[target_col].dtype == object else f\"Churn oranı: {df[target_col].mean():.2%}\")\n\nfig, axes = plt.subplots(1, 2, figsize=(12, 4))\n\n# Sınıf dağılımı\ndf[target_col].value_counts().plot(kind='bar', ax=axes[0], color=['#2ecc71', '#e74c3c'])\naxes[0].set_title('Churn Dağılımı')\naxes[0].set_ylabel('Adet')\n\ndf[target_col].value_counts(normalize=True).plot(\n    kind='pie', ax=axes[1], autopct='%1.1f%%',\n    colors=['#2ecc71', '#e74c3c'], ylabel=''\n)\naxes[1].set_title('Churn Oranı')\n\nplt.tight_layout()\nplt.show()",
   "id": "eda1"
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "id": "eda2",
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 1000
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786280186208,
     "user_tz": -180,
     "elapsed": 4158,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "43ce0603-ff18-4df4-ba56-00fde2ca5dce"
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Sayısal sütunlar: ['Age', 'Avg Monthly GB Download', 'Avg Monthly Long Distance Charges', 'Churn Score', 'CLTV', 'Dependents', 'Device Protection Plan', 'Internet Service', 'Latitude', 'Longitude', 'Married', 'Monthly Charge', 'Multiple Lines', 'Number of Dependents', 'Number of Referrals', 'Online Backup', 'Online Security', 'Paperless Billing', 'Partner', 'Phone Service', 'Population', 'Premium Tech Support', 'Referred a Friend', 'Satisfaction Score', 'Senior Citizen', 'Streaming Movies', 'Streaming Music', 'Streaming TV', 'Tenure in Months', 'Total Charges', 'Total Extra Data Charges', 'Total Long Distance Charges', 'Total Refunds', 'Total Revenue', 'Under 30', 'Unlimited Data', 'Zip Code', 'Churn']\n"
     ]
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "           Age  Avg Monthly GB Download  Avg Monthly Long Distance Charges  \\\n",
       "count  4225.00                  4225.00                            4225.00   \n",
       "mean     46.45                    20.74                              22.77   \n",
       "std      16.73                    20.37                              15.43   \n",
       "min      19.00                     0.00                               0.00   \n",
       "25%      32.00                     4.00                               9.05   \n",
       "50%      46.00                    17.00                              22.57   \n",
       "75%      60.00                    27.00                              36.17   \n",
       "max      80.00                    85.00                              49.99   \n",
       "\n",
       "       Churn Score     CLTV  Dependents  Device Protection Plan  \\\n",
       "count      4225.00  4225.00     4225.00                 4225.00   \n",
       "mean         58.28  4409.75        0.23                    0.35   \n",
       "std          21.20  1170.60        0.42                    0.48   \n",
       "min           5.00  2003.00        0.00                    0.00   \n",
       "25%          40.00  3493.00        0.00                    0.00   \n",
       "50%          61.00  4531.00        0.00                    0.00   \n",
       "75%          75.00  5381.00        0.00                    1.00   \n",
       "max          96.00  6500.00        1.00                    1.00   \n",
       "\n",
       "       Internet Service  Latitude  Longitude  ...  Tenure in Months  \\\n",
       "count           4225.00   4225.00    4225.00  ...           4225.00   \n",
       "mean               0.79     36.21    -119.77  ...             32.68   \n",
       "std                0.41      2.47       2.15  ...             24.62   \n",
       "min                0.00     32.56    -124.30  ...              1.00   \n",
       "25%                1.00     33.99    -121.79  ...              9.00   \n",
       "50%                1.00     36.21    -119.62  ...             30.00   \n",
       "75%                1.00     38.20    -117.99  ...             56.00   \n",
       "max                1.00     41.96    -114.19  ...             72.00   \n",
       "\n",
       "       Total Charges  Total Extra Data Charges  Total Long Distance Charges  \\\n",
       "count        4225.00                   4225.00                      4225.00   \n",
       "mean         2306.08                      6.97                       754.72   \n",
       "std          2271.45                     25.25                       854.91   \n",
       "min            18.80                      0.00                         0.00   \n",
       "25%           401.50                      0.00                        67.68   \n",
       "50%          1424.60                      0.00                       396.64   \n",
       "75%          3846.75                      0.00                      1200.00   \n",
       "max          8672.45                    150.00                      3564.00   \n",
       "\n",
       "       Total Refunds  Total Revenue  Under 30  Unlimited Data  Zip Code  \\\n",
       "count        4225.00        4225.00    4225.0         4225.00   4225.00   \n",
       "mean            1.95        3065.81       0.2            0.68  93491.89   \n",
       "std             7.81        2884.82       0.4            0.47   1863.34   \n",
       "min             0.00          21.36       0.0            0.00  90001.00   \n",
       "25%             0.00         592.75       0.0            0.00  92102.00   \n",
       "50%             0.00        2151.47       0.0            1.00  93513.00   \n",
       "75%             0.00        4845.75       0.0            1.00  95337.00   \n",
       "max            49.79       11979.34       1.0            1.00  96150.00   \n",
       "\n",
       "         Churn  \n",
       "count  4225.00  \n",
       "mean      0.27  \n",
       "std       0.44  \n",
       "min       0.00  \n",
       "25%       0.00  \n",
       "50%       0.00  \n",
       "75%       1.00  \n",
       "max       1.00  \n",
       "\n",
       "[8 rows x 38 columns]"
      ],
      "text/html": [
       "\n",
       "  <div id=\"df-79cf13b4-8966-4521-9ab5-6c8b215d484a\" class=\"colab-df-container\">\n",
       "    <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 th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Age</th>\n",
       "      <th>Avg Monthly GB Download</th>\n",
       "      <th>Avg Monthly Long Distance Charges</th>\n",
       "      <th>Churn Score</th>\n",
       "      <th>CLTV</th>\n",
       "      <th>Dependents</th>\n",
       "      <th>Device Protection Plan</th>\n",
       "      <th>Internet Service</th>\n",
       "      <th>Latitude</th>\n",
       "      <th>Longitude</th>\n",
       "      <th>...</th>\n",
       "      <th>Tenure in Months</th>\n",
       "      <th>Total Charges</th>\n",
       "      <th>Total Extra Data Charges</th>\n",
       "      <th>Total Long Distance Charges</th>\n",
       "      <th>Total Refunds</th>\n",
       "      <th>Total Revenue</th>\n",
       "      <th>Under 30</th>\n",
       "      <th>Unlimited Data</th>\n",
       "      <th>Zip Code</th>\n",
       "      <th>Churn</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>...</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.0</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "      <td>4225.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>46.45</td>\n",
       "      <td>20.74</td>\n",
       "      <td>22.77</td>\n",
       "      <td>58.28</td>\n",
       "      <td>4409.75</td>\n",
       "      <td>0.23</td>\n",
       "      <td>0.35</td>\n",
       "      <td>0.79</td>\n",
       "      <td>36.21</td>\n",
       "      <td>-119.77</td>\n",
       "      <td>...</td>\n",
       "      <td>32.68</td>\n",
       "      <td>2306.08</td>\n",
       "      <td>6.97</td>\n",
       "      <td>754.72</td>\n",
       "      <td>1.95</td>\n",
       "      <td>3065.81</td>\n",
       "      <td>0.2</td>\n",
       "      <td>0.68</td>\n",
       "      <td>93491.89</td>\n",
       "      <td>0.27</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>16.73</td>\n",
       "      <td>20.37</td>\n",
       "      <td>15.43</td>\n",
       "      <td>21.20</td>\n",
       "      <td>1170.60</td>\n",
       "      <td>0.42</td>\n",
       "      <td>0.48</td>\n",
       "      <td>0.41</td>\n",
       "      <td>2.47</td>\n",
       "      <td>2.15</td>\n",
       "      <td>...</td>\n",
       "      <td>24.62</td>\n",
       "      <td>2271.45</td>\n",
       "      <td>25.25</td>\n",
       "      <td>854.91</td>\n",
       "      <td>7.81</td>\n",
       "      <td>2884.82</td>\n",
       "      <td>0.4</td>\n",
       "      <td>0.47</td>\n",
       "      <td>1863.34</td>\n",
       "      <td>0.44</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>19.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>5.00</td>\n",
       "      <td>2003.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>32.56</td>\n",
       "      <td>-124.30</td>\n",
       "      <td>...</td>\n",
       "      <td>1.00</td>\n",
       "      <td>18.80</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>21.36</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00</td>\n",
       "      <td>90001.00</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>32.00</td>\n",
       "      <td>4.00</td>\n",
       "      <td>9.05</td>\n",
       "      <td>40.00</td>\n",
       "      <td>3493.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>1.00</td>\n",
       "      <td>33.99</td>\n",
       "      <td>-121.79</td>\n",
       "      <td>...</td>\n",
       "      <td>9.00</td>\n",
       "      <td>401.50</td>\n",
       "      <td>0.00</td>\n",
       "      <td>67.68</td>\n",
       "      <td>0.00</td>\n",
       "      <td>592.75</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00</td>\n",
       "      <td>92102.00</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>46.00</td>\n",
       "      <td>17.00</td>\n",
       "      <td>22.57</td>\n",
       "      <td>61.00</td>\n",
       "      <td>4531.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>1.00</td>\n",
       "      <td>36.21</td>\n",
       "      <td>-119.62</td>\n",
       "      <td>...</td>\n",
       "      <td>30.00</td>\n",
       "      <td>1424.60</td>\n",
       "      <td>0.00</td>\n",
       "      <td>396.64</td>\n",
       "      <td>0.00</td>\n",
       "      <td>2151.47</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.00</td>\n",
       "      <td>93513.00</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>60.00</td>\n",
       "      <td>27.00</td>\n",
       "      <td>36.17</td>\n",
       "      <td>75.00</td>\n",
       "      <td>5381.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>1.00</td>\n",
       "      <td>1.00</td>\n",
       "      <td>38.20</td>\n",
       "      <td>-117.99</td>\n",
       "      <td>...</td>\n",
       "      <td>56.00</td>\n",
       "      <td>3846.75</td>\n",
       "      <td>0.00</td>\n",
       "      <td>1200.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>4845.75</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.00</td>\n",
       "      <td>95337.00</td>\n",
       "      <td>1.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>80.00</td>\n",
       "      <td>85.00</td>\n",
       "      <td>49.99</td>\n",
       "      <td>96.00</td>\n",
       "      <td>6500.00</td>\n",
       "      <td>1.00</td>\n",
       "      <td>1.00</td>\n",
       "      <td>1.00</td>\n",
       "      <td>41.96</td>\n",
       "      <td>-114.19</td>\n",
       "      <td>...</td>\n",
       "      <td>72.00</td>\n",
       "      <td>8672.45</td>\n",
       "      <td>150.00</td>\n",
       "      <td>3564.00</td>\n",
       "      <td>49.79</td>\n",
       "      <td>11979.34</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.00</td>\n",
       "      <td>96150.00</td>\n",
       "      <td>1.00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>8 rows × 38 columns</p>\n",
       "</div>\n",
       "    <div class=\"colab-df-buttons\">\n",
       "\n",
       "  <div class=\"colab-df-container\">\n",
       "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-79cf13b4-8966-4521-9ab5-6c8b215d484a')\"\n",
       "            title=\"Convert this dataframe to an interactive table.\"\n",
       "            style=\"display:none;\">\n",
       "\n",
       "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n",
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       "  </svg>\n",
       "    </button>\n",
       "\n",
       "  <style>\n",
       "    .colab-df-container {\n",
       "      display:flex;\n",
       "      gap: 12px;\n",
       "    }\n",
       "\n",
       "    .colab-df-convert {\n",
       "      background-color: #E8F0FE;\n",
       "      border: none;\n",
       "      border-radius: 50%;\n",
       "      cursor: pointer;\n",
       "      display: none;\n",
       "      fill: #1967D2;\n",
       "      height: 32px;\n",
       "      padding: 0 0 0 0;\n",
       "      width: 32px;\n",
       "    }\n",
       "\n",
       "    .colab-df-convert:hover {\n",
       "      background-color: #E2EBFA;\n",
       "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
       "      fill: #174EA6;\n",
       "    }\n",
       "\n",
       "    .colab-df-buttons div {\n",
       "      margin-bottom: 4px;\n",
       "    }\n",
       "\n",
       "    [theme=dark] .colab-df-convert {\n",
       "      background-color: #3B4455;\n",
       "      fill: #D2E3FC;\n",
       "    }\n",
       "\n",
       "    [theme=dark] .colab-df-convert:hover {\n",
       "      background-color: #434B5C;\n",
       "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
       "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
       "      fill: #FFFFFF;\n",
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       "  </style>\n",
       "\n",
       "    <script>\n",
       "      const buttonEl =\n",
       "        document.querySelector('#df-79cf13b4-8966-4521-9ab5-6c8b215d484a button.colab-df-convert');\n",
       "      buttonEl.style.display =\n",
       "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
       "\n",
       "      async function convertToInteractive(key) {\n",
       "        const element = document.querySelector('#df-79cf13b4-8966-4521-9ab5-6c8b215d484a');\n",
       "        const dataTable =\n",
       "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
       "                                                    [key], {});\n",
       "        if (!dataTable) return;\n",
       "\n",
       "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
       "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
       "          + ' to learn more about interactive tables.';\n",
       "        element.innerHTML = '';\n",
       "        dataTable['output_type'] = 'display_data';\n",
       "        await google.colab.output.renderOutput(dataTable, element);\n",
       "        const docLink = document.createElement('div');\n",
       "        docLink.innerHTML = docLinkHtml;\n",
       "        element.appendChild(docLink);\n",
       "      }\n",
       "    </script>\n",
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       "\n",
       "\n",
       "    </div>\n",
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       "type": "dataframe"
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     "metadata": {}
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ],
      "image/png": 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\n"
     },
     "metadata": {}
    }
   ],
   "source": "# Sayısal özelliklerin özeti\nnum_cols = df.select_dtypes(include=[np.number]).columns.tolist()\nprint(\"Sayısal sütunlar:\", num_cols)\ndisplay(df[num_cols].describe().round(2))\n\n# Korelasyon (sadece sayısal)\nif len(num_cols) > 1:\n    plt.figure(figsize=(8, 6))\n    sns.heatmap(df[num_cols].corr(), annot=True, fmt='.2f', cmap='RdYlBu_r', center=0)\n    plt.title('Sayısal Özellikler Korelasyon Matrisi')\n    plt.tight_layout()\n    plt.show()",
   "id": "eda2"
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "section4"
   },
   "source": "## 4. Veri Ön İşleme\n\n**Adımlar:**\n1. ID sütunlarını çıkar\n2. Kategorik değişkenleri Label Encoding ile sayısallaştır\n3. Eksik değerleri doldur\n4. StandardScaler ile ölçekle\n5. **PCA** ile boyut indirgeme (kuantum devre sınırı nedeniyle)\n\n> **Neden PCA?** Günümüz kuantum simülatörleri ve NISQ cihazları sınırlı qubit sayısına sahiptir. 20+ özelliği doğrudan kullanmak pratik değildir. PCA ile en önemli varyansı koruyarak 4–6 boyuta indiriyoruz.",
   "id": "section4"
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "id": "preprocess1",
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786280195636,
     "user_tz": -180,
     "elapsed": 42,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "dcb212e2-a7b3-4478-bdb7-c979cb743189"
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Çıkarılan ID sütunları: ['Customer ID', 'Customer Status']\n",
      "Özellik matrisi: (4225, 49)\n",
      "Hedef dağılımı: [3104 1121]\n"
     ]
    }
   ],
   "source": "# --- Temizleme ---\nX = df.drop(columns=[target_col]).copy()\ny = df[target_col].copy()\n\n# ID sütunlarını çıkar\nid_cols = [c for c in X.columns if 'id' in c.lower() or 'customer' in c.lower()]\nX = X.drop(columns=id_cols, errors='ignore')\nprint(f\"Çıkarılan ID sütunları: {id_cols}\")\n\n# Kategorik encoding\nfor col in X.select_dtypes(include=['object']).columns:\n    X[col] = LabelEncoder().fit_transform(X[col].astype(str))\n\ny = LabelEncoder().fit_transform(y.astype(str))\n\n# Eksik değer\nX = X.fillna(X.mean(numeric_only=True))\n\nprint(f\"Özellik matrisi: {X.shape}\")\nprint(f\"Hedef dağılımı: {np.bincount(y)}\")",
   "id": "preprocess1"
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "id": "preprocess2",
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786280207178,
     "user_tz": -180,
     "elapsed": 36,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "0c972ee2-c1b0-4bad-c25a-0d08aa600b00"
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "PCA sonrası şekil: (4225, 6)\n",
      "Açıklanan varyans oranı: 53.67%\n",
      "Bileşen bazında: [0.166 0.115 0.084 0.064 0.06  0.048]\n",
      "\n",
      "Klasik modeller için → Train: 3380, Test: 845\n",
      "Kuantum modeller için → Train: 400, Test: 845\n"
     ]
    }
   ],
   "source": "# --- Ölçekleme + PCA ---\nNUM_FEATURES = 6   # Qubit sayısı = özellik sayısı\n\nscaler = StandardScaler()\nX_scaled = scaler.fit_transform(X)\n\npca = PCA(n_components=NUM_FEATURES, random_state=42)\nX_pca = pca.fit_transform(X_scaled)\n\nprint(f\"PCA sonrası şekil: {X_pca.shape}\")\nprint(f\"Açıklanan varyans oranı: {pca.explained_variance_ratio_.sum():.2%}\")\nprint(f\"Bileşen bazında: {pca.explained_variance_ratio_.round(3)}\")\n\n# Train / Test split\nX_train_full, X_test, y_train_full, y_test = train_test_split(\n    X_pca, y, test_size=0.2, random_state=42, stratify=y\n)\n\n# Kuantum için daha küçük eğitim seti (simülasyon hızı)\nTRAIN_SIZE = 400\nX_train, _, y_train, _ = train_test_split(\n    X_train_full, y_train_full, train_size=TRAIN_SIZE, random_state=42, stratify=y_train_full\n)\n\nprint(f\"\\nKlasik modeller için → Train: {X_train_full.shape[0]}, Test: {X_test.shape[0]}\")\nprint(f\"Kuantum modeller için → Train: {X_train.shape[0]}, Test: {X_test.shape[0]}\")",
   "id": "preprocess2"
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "section5"
   },
   "source": "## 5. Klasik Makine Öğrenmesi Modelleri (Baseline)\n\nKuantum modelleri adil karşılaştırmak için aynı veri üzerinde güçlü klasik modeller eğitiyoruz:\n- **Random Forest**\n- **XGBoost**",
   "id": "section5"
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "id": "classical",
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786280217982,
     "user_tz": -180,
     "elapsed": 3448,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "3cd5e45b-186c-483f-c3be-02110fc80eac"
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Klasik modeller eğitiliyor (tam eğitim seti üzerinde)...\n",
      "\n",
      "Random Forest  Test Accuracy: 0.9799\n",
      "XGBoost        Test Accuracy: 0.9846\n",
      "\n",
      "=== Random Forest Classification Report ===\n",
      "              precision    recall  f1-score   support\n",
      "\n",
      " Kalıyor (0)       0.97      1.00      0.99       621\n",
      "    Terk (1)       1.00      0.92      0.96       224\n",
      "\n",
      "    accuracy                           0.98       845\n",
      "   macro avg       0.99      0.96      0.97       845\n",
      "weighted avg       0.98      0.98      0.98       845\n",
      "\n",
      "=== XGBoost Classification Report ===\n",
      "              precision    recall  f1-score   support\n",
      "\n",
      " Kalıyor (0)       0.98      1.00      0.99       621\n",
      "    Terk (1)       0.99      0.96      0.97       224\n",
      "\n",
      "    accuracy                           0.98       845\n",
      "   macro avg       0.99      0.98      0.98       845\n",
      "weighted avg       0.98      0.98      0.98       845\n",
      "\n"
     ]
    }
   ],
   "source": "print(\"Klasik modeller eğitiliyor (tam eğitim seti üzerinde)...\\n\")\n\nrf = RandomForestClassifier(n_estimators=150, max_depth=8, random_state=42, n_jobs=-1)\nxgb = XGBClassifier(n_estimators=150, max_depth=5, learning_rate=0.1,\n                    random_state=42, eval_metric='logloss')\n\nrf.fit(X_train_full, y_train_full)\nxgb.fit(X_train_full, y_train_full)\n\nrf_pred = rf.predict(X_test)\nxgb_pred = xgb.predict(X_test)\n\nrf_acc = accuracy_score(y_test, rf_pred)\nxgb_acc = accuracy_score(y_test, xgb_pred)\n\nprint(f\"Random Forest  Test Accuracy: {rf_acc:.4f}\")\nprint(f\"XGBoost        Test Accuracy: {xgb_acc:.4f}\")\n\nprint(\"\\n=== Random Forest Classification Report ===\")\nprint(classification_report(y_test, rf_pred, target_names=['Kalıyor (0)', 'Terk (1)']))\n\nprint(\"=== XGBoost Classification Report ===\")\nprint(classification_report(y_test, xgb_pred, target_names=['Kalıyor (0)', 'Terk (1)']))",
   "id": "classical"
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "id": "classical_cm",
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 507
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786280225768,
     "user_tz": -180,
     "elapsed": 289,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "8fb50dcb-d1e4-411a-8c4c-90faf327e166"
   },
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "<Figure size 1200x500 with 4 Axes>"
      ],
      "image/png": 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\n"
     },
     "metadata": {}
    }
   ],
   "source": "fig, axes = plt.subplots(1, 2, figsize=(12, 5))\n\nfor ax, pred, title in zip(axes, [rf_pred, xgb_pred], ['Random Forest', 'XGBoost']):\n    cm = confusion_matrix(y_test, pred)\n    disp = ConfusionMatrixDisplay(cm, display_labels=['Kalıyor', 'Terk'])\n    disp.plot(ax=ax, cmap='Blues', values_format='d')\n    ax.set_title(title)\n\nplt.tight_layout()\nplt.show()",
   "id": "classical_cm"
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "section6"
   },
   "source": "## 6. Kuantum Model 1: Variational Quantum Classifier (VQC)\n\n**VQC Nedir?**  \nKlasik parametreleri olan bir kuantum devresi (ansatz) + özellik haritası (feature map) kullanılarak sınıflandırma yapılır. Optimizasyon klasik bir optimizer (COBYLA) ile yapılır.\n\n**Kullanılan bileşenler:**\n- `zz_feature_map` → Veriyi Hilbert uzayına gömer\n- `real_amplitudes` → Eğitilebilir ansatz\n- `StatevectorSampler` → Gürültüsüz simülasyon\n- `COBYLA` → Gradyansız klasik optimizer",
   "id": "section6"
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "id": "vqc",
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786280380233,
     "user_tz": -180,
     "elapsed": 144200,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "73556751-e210-4df4-c17e-dec0f6fc3563"
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "WARNING:qiskit_machine_learning.neural_networks.sampler_qnn:No gradient function provided, creating a gradient function. If your Sampler requires transpilation, please provide a pass manager.\n"
     ]
    },
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "VQC eğitimi → 6 qubit, 400 örnek\n",
      "⏳ VQC eğitiliyor (birkaç dakika sürebilir)...\n",
      "✅ VQC eğitimi tamamlandı.\n",
      "\n",
      "VQC Train Accuracy: 0.6300\n",
      "VQC Test  Accuracy: 0.5858\n"
     ]
    }
   ],
   "source": "from qiskit.circuit.library import zz_feature_map, real_amplitudes\nfrom qiskit.primitives import StatevectorSampler\nfrom qiskit_machine_learning.algorithms import VQC\nfrom qiskit_machine_learning.optimizers import COBYLA\n\nprint(f\"VQC eğitimi → {NUM_FEATURES} qubit, {len(X_train)} örnek\")\n\nfeature_map = zz_feature_map(feature_dimension=NUM_FEATURES, reps=2, entanglement='linear')\nansatz = real_amplitudes(num_qubits=NUM_FEATURES, reps=2)\n\nsampler = StatevectorSampler()\noptimizer = COBYLA(maxiter=50)\n\nvqc = VQC(\n    feature_map=feature_map,\n    ansatz=ansatz,\n    optimizer=optimizer,\n    sampler=sampler\n)\n\nprint(\"⏳ VQC eğitiliyor (birkaç dakika sürebilir)...\")\nvqc.fit(X_train, y_train)\nprint(\"✅ VQC eğitimi tamamlandı.\")\n\nvqc_train_acc = vqc.score(X_train, y_train)\nvqc_test_acc  = vqc.score(X_test, y_test)\n\nprint(f\"\\nVQC Train Accuracy: {vqc_train_acc:.4f}\")\nprint(f\"VQC Test  Accuracy: {vqc_test_acc:.4f}\")",
   "id": "vqc"
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "id": "vqc_eval",
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 644
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786284216107,
     "user_tz": -180,
     "elapsed": 16649,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "ad436741-43c7-4ff9-fffd-b12cb5b8f130"
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "=== VQC Classification Report ===\n",
      "              precision    recall  f1-score   support\n",
      "\n",
      " Kalıyor (0)       0.73      0.70      0.71       621\n",
      "    Terk (1)       0.26      0.30      0.28       224\n",
      "\n",
      "    accuracy                           0.59       845\n",
      "   macro avg       0.50      0.50      0.50       845\n",
      "weighted avg       0.61      0.59      0.60       845\n",
      "\n"
     ]
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "<Figure size 600x500 with 2 Axes>"
      ],
      "image/png": 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\n"
     },
     "metadata": {}
    }
   ],
   "source": "vqc_pred = vqc.predict(X_test)\n\nprint(\"=== VQC Classification Report ===\")\nprint(classification_report(y_test, vqc_pred, target_names=['Kalıyor (0)', 'Terk (1)'], zero_division=0))\n\nfig, ax = plt.subplots(figsize=(6, 5))\ncm = confusion_matrix(y_test, vqc_pred)\ndisp = ConfusionMatrixDisplay(cm, display_labels=['Kalıyor', 'Terk'])\ndisp.plot(ax=ax, cmap='Purples', values_format='d')\nax.set_title('VQC – Confusion Matrix')\nplt.show()",
   "id": "vqc_eval"
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "section7"
   },
   "source": "## 7. Kuantum Model 2: Quantum Kernel + QSVC\n\n**Quantum Kernel Yöntemi:**  \nVeriler kuantum feature map ile Hilbert uzayına gömülür. İki nokta arasındaki benzerlik, kuantum durumlarının **fidelity** (örtüşme) değeri ile ölçülür. Bu kernel matrisi klasik SVM’e verilir.\n\n**Avantajı:** VQC’ye göre genellikle daha stabil ve yorumlanabilirdir.  \n**Dezavantajı:** Kernel matrisi $O(n^2)$ hesaplanır → büyük veri setlerinde yavaştır.",
   "id": "section7"
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "id": "qsvc",
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786291082612,
     "user_tz": -180,
     "elapsed": 19627,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "f550a3ee-e827-44fe-bd55-9ce70a34f924"
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Quantum Kernel + SVC eğitimi → 400 örnek\n",
      "⏳ Kernel matrisi hesaplanıyor ve model eğitiliyor...\n",
      "✅ QSVC eğitimi tamamlandı.\n",
      "\n",
      "QSVC Test Accuracy: 0.7053\n",
      "\n",
      "=== QSVC Classification Report ===\n",
      "              precision    recall  f1-score   support\n",
      "\n",
      " Kalıyor (0)       0.74      0.92      0.82       621\n",
      "    Terk (1)       0.34      0.12      0.18       224\n",
      "\n",
      "    accuracy                           0.71       845\n",
      "   macro avg       0.54      0.52      0.50       845\n",
      "weighted avg       0.64      0.71      0.65       845\n",
      "\n"
     ]
    }
   ],
   "source": "from qiskit_machine_learning.kernels import FidelityStatevectorKernel\n\n# Daha güçlü feature map: circular entanglement\nfeature_map_kernel = zz_feature_map(\n    feature_dimension=NUM_FEATURES,\n    reps=2,\n    entanglement='circular'\n)\n\nquantum_kernel = FidelityStatevectorKernel(feature_map=feature_map_kernel)\n\nprint(f\"Quantum Kernel + SVC eğitimi → {len(X_train)} örnek\")\nprint(\"⏳ Kernel matrisi hesaplanıyor ve model eğitiliyor...\")\n\nqsvc = SVC(\n    kernel=quantum_kernel.evaluate,\n    class_weight='balanced',\n    C=5.0,\n    random_state=42\n)\n\nqsvc.fit(X_train, y_train)\nprint(\"✅ QSVC eğitimi tamamlandı.\")\n\nqsvc_pred = qsvc.predict(X_test)\nqsvc_acc  = accuracy_score(y_test, qsvc_pred)\n\nprint(f\"\\nQSVC Test Accuracy: {qsvc_acc:.4f}\")\nprint(\"\\n=== QSVC Classification Report ===\")\nprint(classification_report(y_test, qsvc_pred, target_names=['Kalıyor (0)', 'Terk (1)'], zero_division=0))",
   "id": "qsvc"
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "id": "qsvc_cm",
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 474
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786291095433,
     "user_tz": -180,
     "elapsed": 322,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "f792f84f-a0e2-4eb3-c7a7-ce1ba510e51e"
   },
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "<Figure size 600x500 with 2 Axes>"
      ],
      "image/png": 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     },
     "metadata": {}
    }
   ],
   "source": "fig, ax = plt.subplots(figsize=(6, 5))\ncm = confusion_matrix(y_test, qsvc_pred)\ndisp = ConfusionMatrixDisplay(cm, display_labels=['Kalıyor', 'Terk'])\ndisp.plot(ax=ax, cmap='Purples', values_format='d')\nax.set_title('QSVC – Confusion Matrix')\nplt.show()",
   "id": "qsvc_cm"
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "section8"
   },
   "source": "## 8. Model Karşılaştırması",
   "id": "section8"
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "id": "comparison",
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 680
    },
    "executionInfo": {
     "status": "ok",
     "timestamp": 1786291099946,
     "user_tz": -180,
     "elapsed": 345,
     "user": {
      "displayName": "Joseph Volkan ÖZCAN",
      "userId": "11389530967736397480"
     }
    },
    "outputId": "b5675388-bc94-45f0-a02f-e60290b20226"
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "=== PERFORMANS KARŞILAŞTIRMA TABLOSU ===\n"
     ]
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "                             Model  Test Accuracy                   Tip\n",
       "0                 XGBoost (Klasik)         0.9846            Tam Klasik\n",
       "1           Random Forest (Klasik)         0.9799            Tam Klasik\n",
       "2  QSVC – Quantum Kernel (Kuantum)         0.7053  Quantum Kernel + SVM\n",
       "3                    VQC (Kuantum)         0.5858   Variational Quantum"
      ],
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       "      <th>0</th>\n",
       "      <td>XGBoost (Klasik)</td>\n",
       "      <td>0.9846</td>\n",
       "      <td>Tam Klasik</td>\n",
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       "      <th>1</th>\n",
       "      <td>Random Forest (Klasik)</td>\n",
       "      <td>0.9799</td>\n",
       "      <td>Tam Klasik</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>QSVC – Quantum Kernel (Kuantum)</td>\n",
       "      <td>0.7053</td>\n",
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       "    <tr>\n",
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      "application/vnd.google.colaboratory.intrinsic+json": {
       "type": "dataframe",
       "summary": "{\n  \"name\": \"plt\",\n  \"rows\": 4,\n  \"fields\": [\n    {\n      \"column\": \"Model\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 4,\n        \"samples\": [\n          \"Random Forest (Klasik)\",\n          \"VQC (Kuantum)\",\n          \"XGBoost (Klasik)\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Test Accuracy\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.20043125172154833,\n        \"min\": 0.5858,\n        \"max\": 0.9846,\n        \"num_unique_values\": 4,\n        \"samples\": [\n          0.9799,\n          0.5858,\n          0.9846\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Tip\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 3,\n        \"samples\": [\n          \"Tam Klasik\",\n          \"Quantum Kernel + SVM\",\n          \"Variational Quantum\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
      }
     },
     "metadata": {}
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ],
      "image/png": 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\n"
     },
     "metadata": {}
    }
   ],
   "source": "comparison = pd.DataFrame({\n    'Model': [\n        'Random Forest (Klasik)',\n        'XGBoost (Klasik)',\n        'VQC (Kuantum)',\n        'QSVC – Quantum Kernel (Kuantum)'\n    ],\n    'Test Accuracy': [\n        round(rf_acc, 4),\n        round(xgb_acc, 4),\n        round(vqc_test_acc, 4),\n        round(qsvc_acc, 4)\n    ],\n    'Tip': [\n        'Tam Klasik',\n        'Tam Klasik',\n        'Variational Quantum',\n        'Quantum Kernel + SVM'\n    ]\n})\n\nprint(\"=== PERFORMANS KARŞILAŞTIRMA TABLOSU ===\")\ndisplay(comparison.sort_values('Test Accuracy', ascending=False).reset_index(drop=True))\n\nfig, ax = plt.subplots(figsize=(10, 5))\ncolors = ['#3498db', '#3498db', '#9b59b6', '#9b59b6']\nbars = ax.barh(comparison['Model'], comparison['Test Accuracy'], color=colors)\nax.set_xlim(0, 1)\nax.set_xlabel('Test Accuracy')\nax.set_title('Klasik vs Kuantum Model Performansı')\nfor bar, val in zip(bars, comparison['Test Accuracy']):\n    ax.text(val + 0.01, bar.get_y() + bar.get_height()/2, f'{val:.3f}', va='center')\nplt.tight_layout()\nplt.show()",
   "id": "comparison"
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "discussion"
   },
   "source": "## 9. Akademik Tartışma ve Yorumlama\n\n### 9.1 Neden Klasik Modeller Daha Yüksek Doğruluk Verdi?\n\nBu sonuç **beklenen** bir durumdur ve kuantum bilgisayarların “her şeyi daha iyi yapacağı” mitini kırmak açısından çok değerlidir.\n\n| Faktör | Açıklama |\n|--------|----------|\n| **Bilgi kaybı (PCA)** | 20+ özellik 6 boyuta indirildi. Churn’ü belirleyen ince ilişkiler (sözleşme tipi × fatura tutarı vb.) büyük ölçüde kayboldu. Klasik modeller bu kayba rağmen ağaç yapılarıyla dirençlidir. |\n| **NISQ dönemi kısıtları** | Günümüz simülatörleri ve donanımları gürültülü ve sınırlı derinliktedir. Tabular (tablo) veriler kuantum avantajı göstermek için en zor problem sınıflarından biridir. |\n| **Veri ölçeği** | Kuantum kernel $O(n^2)$ maliyetlidir. Bu yüzden eğitim setini 400 örnekle sınırladık. Klasik modeller binlerce satırdan kolayca öğrenir. |\n| **Problem yapısı** | Kuantum bilgisayarlar moleküler simülasyon, optimizasyon, kriptografi gibi alanlarda doğal üstünlüğe sahiptir. Klasik müşteri tabloları henüz bu avantajı göstermez. |\n\n### 9.2 Bu Sonuçlar Başarısızlık mıdır?\n\n**Hayır.** Aksine:\n- Kuantum feature map ve kernel’in **çalıştığını** gösterdik.\n- NISQ döneminin **sınırlarını** somut veriyle gördük.\n- Öğrenciler için “kuantum her zaman kazanır” yanılgısını bilimsel olarak yıktık.\n\n### 9.3 Ne Zaman Kuantum Avantajı Beklenebilir?\n\n- Daha fazla qubit + daha düşük gürültü (hata düzeltmeli donanımlar)\n- Verinin doğal olarak kuantum yapıya sahip olduğu problemler (molekül, grafik, zaman serisi spektrumu vb.)\n- Hibrit mimariler (klasik feature selection + quantum kernel)\n- Trainable / data-dependent feature map’ler",
   "id": "discussion"
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "future_work"
   },
   "source": "### 9.4 Gelecek Çalışmalar (Future Work) – Öğrenciler İçin Öneriler\n\n1. **Hibrit özellik seçimi**  \n   PCA yerine Random Forest / XGBoost Feature Importance ile en önemli 6 özelliği seçip kuantum modele verin. Bilgi kaybı azalır.\n\n2. **Trainable Feature Map**  \n   Sabit `zz_feature_map` yerine parametreleri de optimize edilen feature map deneyin.\n\n3. **Daha fazla veri + approx kernel**  \n   `FidelityQuantumKernel` + `ComputeUncompute` yerine yaklaşık yöntemler veya quantum random features kullanın.\n\n4. **Gerçek donanım**  \n   IBM Quantum / IonQ üzerinde küçük bir subset çalıştırıp simülasyon ile karşılaştırın.\n\n5. **Açıklanabilirlik**  \n   Kernel alignment, feature importance proxy’leri ve SHAP benzeri yöntemleri kuantum tarafa uyarlamaya çalışın.\n\n6. **Farklı veri setleri**  \n   Moleküler özellik, portföy optimizasyonu veya grafik sınıflandırma gibi kuantumun daha doğal olduğu problemlerle deneyin.",
   "id": "future_work"
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "closing"
   },
   "source": "---\n\n## 10. Özet\n\nBu notebook’ta:\n\n1. Telco müşteri kaybı veri setini yükledik ve keşfettik\n2. PCA ile 6 boyuta indirgedik (qubit sınırı)\n3. Random Forest ve XGBoost ile güçlü klasik baseline oluşturduk\n4. **VQC** (Variational Quantum Classifier) eğittik\n5. **Quantum Kernel + QSVC** eğittik\n6. Sonuçları karşılaştırıp NISQ dönemi gerçekleri ışığında yorumladık\n\n**Ana mesaj:**  \n> Kuantum makine öğrenmesi heyecan verici bir alandır, ancak her problemde sihirli bir değnek değildir. Özellikle tabular veri + sınırlı qubit + gürültülü donanım üçgeninde klasik yöntemler hâlâ baskındır. Bu farkındalık, iyi bir QML araştırmacısının en önemli özelliğidir.\n\n---\n\n**Hazırlayan:** Joseph Volkan Ozcan – Öğrenci odaklı eğitim materyali  \n**Teknolojiler:** Qiskit, Qiskit Machine Learning, scikit-learn, XGBoost  \n**Ortam:** Google Colab  \n**Tarih:** 2026",
   "id": "closing"
  }
 ]
}