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Analysis/Dataset/README.md new file mode 100644 index 000000000..c072fc77b --- /dev/null +++ b/CVD Dataset Analysis/Dataset/README.md @@ -0,0 +1,7 @@ + +## DATASET + +Dataset can be found at below link. + +https://www.kaggle.com/datasets/sanazkhanjani/heart-diseases-dataset + diff --git a/CVD Dataset Analysis/Images/correlation_matrix.png b/CVD Dataset Analysis/Images/correlation_matrix.png new file mode 100644 index 000000000..5ef3a31f4 Binary files /dev/null and b/CVD Dataset Analysis/Images/correlation_matrix.png differ diff --git a/CVD Dataset Analysis/Images/results.png b/CVD Dataset Analysis/Images/results.png new file mode 100644 index 000000000..e0c1b6161 Binary files /dev/null and b/CVD Dataset Analysis/Images/results.png differ diff --git a/CVD Dataset Analysis/Images/target_class_counts.png b/CVD Dataset Analysis/Images/target_class_counts.png new file mode 100644 index 000000000..316b2a1e3 Binary files /dev/null and b/CVD Dataset Analysis/Images/target_class_counts.png differ diff --git a/CVD Dataset Analysis/Images/top5_neg_features.png b/CVD Dataset Analysis/Images/top5_neg_features.png new file mode 100644 index 000000000..71582671f Binary files /dev/null and b/CVD Dataset Analysis/Images/top5_neg_features.png differ diff --git a/CVD Dataset Analysis/Images/top5_pos_features.png b/CVD Dataset Analysis/Images/top5_pos_features.png new file mode 100644 index 000000000..9d248cf9b Binary files /dev/null and b/CVD Dataset Analysis/Images/top5_pos_features.png differ diff --git a/CVD Dataset Analysis/Images/univariate_analysis.png b/CVD Dataset Analysis/Images/univariate_analysis.png new file mode 100644 index 000000000..578a8dc11 Binary files /dev/null and b/CVD Dataset Analysis/Images/univariate_analysis.png differ diff --git a/CVD Dataset Analysis/Model/README.md b/CVD Dataset Analysis/Model/README.md new file mode 100644 index 000000000..231519bf6 --- /dev/null +++ b/CVD Dataset Analysis/Model/README.md @@ -0,0 +1,136 @@ +**Cardio Vascular Dataset Analysis** + +**GOAL** + +Implementation of different algorithms like logistic regression, SVM, Naive Bayes, Random Forest, XGBoost, and Multi Layer Perceptron to see which gives better accuracy. + +**DATASET** + +The dataset used in this project is related to cardiovascular diseases and contains various features such as age, gender, cholesterol levels, and more. + +**DESCRIPTION** + +The main aim of the project is to use multiple algorithms to implement models and compare their performance to determine the best-fitted algorithm by checking the accuracy score. + +**WORK DONE** + +* Analyzed the data to find insights such as correlation and missing values. +* Plotted different visualizations to understand the data distribution and relationships. +* Trained models using the following algorithms: + * Logistic Regression + * SVM + * Naive Bayes + * Random Forest + * XGBoost + * Multi Layer Perceptron +* Evaluated the models based on accuracy, precision, recall, F1 score, and confusion matrix. +* Identified that XGBoost performed the best with high accuracy. + +**MODELS USED** + +1. **Logistic Regression:** A statistical model that in its basic form uses a logistic function to model a binary dependent variable. +2. **SVM:** Support Vector Machine performs well on classification problems when the dataset is not too large. It can also be used for regression tasks. +3. **Naive Bayes:** A probabilistic classifier based on Bayes' Theorem with strong independence assumptions between the features. +4. **Random Forest:** Provides higher accuracy through cross-validation. It handles missing values and maintains accuracy with large datasets. +5. **XGBoost:** A library for developing fast and high-performance gradient boosting tree models. It achieves the best performance on a range of difficult machine learning tasks. +6. **Multi Layer Perceptron:** MLPClassifier used to train a Multi Layer Perceptron for classification tasks. + +**LIBRARIES NEEDED** + +* numpy +* pandas +* matplotlib +* seaborn +* scikit-learn +* xgboost + +**EDA RESULTS** +

Column Information

+
+ #   Column                             Non-Null Count  Dtype
+---  ------                             --------------  -----
+ 0   sex (F=0,M=1)                      399 non-null    int64
+ 1   age                                399 non-null    int64
+ 2   Family history of heart disease    399 non-null    int64
+ 3   History of heart disease           399 non-null    int64
+ 4   echotype-mass                      399 non-null    int64
+ 5   echotype-myxoma                    399 non-null    int64
+ 6   echotype-thrombose                 399 non-null    int64
+ 7   echotype-fibroma                   399 non-null    int64
+ 8   echotype-vegetation                399 non-null    int64
+ 9   echotype-papillary fibroelastoma   399 non-null    int64
+ 10  echomasstype                       399 non-null    int64
+ 11  echoposition                       399 non-null    int64
+ 12  echomalignancy                     399 non-null    int64
+ 13  echosize                           399 non-null    int64
+ 14  echonumbers                        399 non-null    int64
+ 15  echoconsistency                    399 non-null    int64
+ 16  surgeryposition                    399 non-null    int64
+ 17  surgerysize                        399 non-null    int64
+ 18  surgerynumbers                     399 non-null    int64
+ 19  pathotype-myxoma                   399 non-null    int64
+ 20  pathotype-thrombose                399 non-null    int64
+ 21  pathotype-fibroma                  399 non-null    int64
+ 22  pathotype-sarcoma                  399 non-null    int64
+ 23  pathotype-carci0ma                 399 non-null    int64
+ 24  pathotype-lypoma                   399 non-null    int64
+ 25  pathotype-vegetation               399 non-null    int64
+ 26  pathotype-endocarditis             399 non-null    int64
+ 27  pathotype-NBTE                     399 non-null    int64
+ 28  pathotype-papillary fibroelastoma  399 non-null    int64
+ 29  pathomalignancy                    399 non-null    int64
+
+ + + +**PLOTS** + +

+Correlation Matrix
+Correlation Matrix +

+

+Univariate Analysis
+Univariate Analysis +

+ +

+Target class counts
+Target class counts +

+ +

+Top 5 positively correlated features
+Top 5 positive features +
+Top 5 negatively correlated features
+Top 5 negative features +

+ +**RESULTS** +Results of the six models + +**CONCLUSION** + +We investigated the dataset, checking for missing values, visualizing the features, and understanding the relationships between different features. We trained and evaluated multiple predictive models, including Logistic Regression (LR), SVM, Naive Bayes (NB), Random Forest, XGBoost and Multi Layer Perceptron (MLP). We found that LR, Random Forest, XGBoost and MLP all achieved the highest accuracy on the test dataset. +We also concluded that age and cholesterol levels are significant features in predicting cardiovascular diseases. + +**CONTRIBUTION BY** + +*Arijit De* + + +[![LinkedIn](https://img.shields.io/badge/linkedin-%230077B5.svg?style=for-the-badge&logo=linkedin&logoColor=white)](https://www.linkedin.com/in/de-arijit/) +[![GitHub](https://img.shields.io/badge/github-%23121011.svg?style=for-the-badge&logo=github&logoColor=white)](https://github.com/arijitde92) diff --git a/CVD Dataset Analysis/Model/cardiovascular-disease-cvd-dataset-analysis.ipynb b/CVD Dataset Analysis/Model/cardiovascular-disease-cvd-dataset-analysis.ipynb new file mode 100644 index 000000000..08fbc349d --- /dev/null +++ b/CVD Dataset Analysis/Model/cardiovascular-disease-cvd-dataset-analysis.ipynb @@ -0,0 +1 @@ +{"cells":[{"cell_type":"markdown","metadata":{},"source":["# Cardio Vascular Dataset Analysis"]},{"cell_type":"markdown","metadata":{},"source":["## Necessary imports"]},{"cell_type":"code","execution_count":4,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:38.182670Z","iopub.status.busy":"2024-07-13T10:08:38.181537Z","iopub.status.idle":"2024-07-13T10:08:39.956830Z","shell.execute_reply":"2024-07-13T10:08:39.955445Z","shell.execute_reply.started":"2024-07-13T10:08:38.182606Z"},"trusted":true},"outputs":[],"source":["import pandas as pd\n","import numpy as np\n","import matplotlib.pyplot as plt\n","import seaborn as sns\n","from sklearn.model_selection import train_test_split\n","from sklearn.preprocessing import StandardScaler\n","from sklearn.linear_model import LogisticRegression\n","from sklearn.svm import SVC\n","from sklearn.naive_bayes import GaussianNB\n","from sklearn.ensemble import RandomForestClassifier\n","from xgboost import XGBClassifier\n","from sklearn.neural_network import MLPClassifier\n","from sklearn.metrics import accuracy_score, precision_score, recall_score, f1_score, confusion_matrix"]},{"cell_type":"markdown","metadata":{},"source":["## Load dataset"]},{"cell_type":"code","execution_count":5,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:39.959540Z","iopub.status.busy":"2024-07-13T10:08:39.958988Z","iopub.status.idle":"2024-07-13T10:08:39.989323Z","shell.execute_reply":"2024-07-13T10:08:39.988124Z","shell.execute_reply.started":"2024-07-13T10:08:39.959501Z"},"trusted":true},"outputs":[],"source":["dataset_path = \"../Dataset/Balanced_Dataset_Modif.csv\"\n","# Load the dataset\n","df = pd.read_csv(dataset_path)"]},{"cell_type":"markdown","metadata":{},"source":["## Exploratory Data Analysis"]},{"cell_type":"code","execution_count":6,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:39.991569Z","iopub.status.busy":"2024-07-13T10:08:39.990790Z","iopub.status.idle":"2024-07-13T10:08:40.022056Z","shell.execute_reply":"2024-07-13T10:08:40.021011Z","shell.execute_reply.started":"2024-07-13T10:08:39.991534Z"},"trusted":true},"outputs":[{"name":"stdout","output_type":"stream","text":["First few rows of the dataset:\n"]},{"data":{"text/html":["
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sex (F=0,M=1)ageFamily history of heart diseaseHistory of heart diseaseechotype-massechotype-myxomaechotype-thromboseechotype-fibromaechotype-vegetationechotype-papillary fibroelastoma...pathotype-thrombosepathotype-fibromapathotype-sarcomapathotype-carci0mapathotype-lypomapathotype-vegetationpathotype-endocarditispathotype-NBTEpathotype-papillary fibroelastomapathomalignancy
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5 rows × 30 columns

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"],"text/plain":[" sex (F=0,M=1) age Family history of heart disease \\\n","0 1 73 0 \n","1 1 64 0 \n","2 1 70 0 \n","3 0 90 0 \n","4 1 79 1 \n","\n"," History of heart disease echotype-mass echotype-myxoma \\\n","0 0 0 0 \n","1 1 0 1 \n","2 0 1 0 \n","3 1 0 1 \n","4 1 1 0 \n","\n"," echotype-thrombose echotype-fibroma echotype-vegetation \\\n","0 0 1 0 \n","1 0 0 0 \n","2 0 0 0 \n","3 0 0 0 \n","4 0 0 0 \n","\n"," echotype-papillary fibroelastoma ... pathotype-thrombose \\\n","0 0 ... 0 \n","1 0 ... 0 \n","2 0 ... 0 \n","3 0 ... 0 \n","4 0 ... 0 \n","\n"," pathotype-fibroma pathotype-sarcoma pathotype-carci0ma pathotype-lypoma \\\n","0 0 0 0 0 \n","1 0 0 0 0 \n","2 0 0 0 0 \n","3 0 0 0 0 \n","4 0 0 0 0 \n","\n"," pathotype-vegetation pathotype-endocarditis pathotype-NBTE \\\n","0 0 0 0 \n","1 0 0 0 \n","2 0 0 0 \n","3 0 0 0 \n","4 0 0 0 \n","\n"," pathotype-papillary fibroelastoma pathomalignancy \n","0 0 0 \n","1 0 0 \n","2 0 0 \n","3 0 0 \n","4 0 0 \n","\n","[5 rows x 30 columns]"]},"metadata":{},"output_type":"display_data"}],"source":["# Display the first few rows of the dataset\n","print(\"First few rows of the dataset:\")\n","display(df.head())"]},{"cell_type":"markdown","metadata":{},"source":["### Basic Information\n","Display basic information about the dataframe and its columns"]},{"cell_type":"code","execution_count":7,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:40.024874Z","iopub.status.busy":"2024-07-13T10:08:40.024152Z","iopub.status.idle":"2024-07-13T10:08:40.054225Z","shell.execute_reply":"2024-07-13T10:08:40.053058Z","shell.execute_reply.started":"2024-07-13T10:08:40.024840Z"},"trusted":true},"outputs":[{"name":"stdout","output_type":"stream","text":["\n","RangeIndex: 399 entries, 0 to 398\n","Data columns (total 30 columns):\n"," # Column Non-Null Count Dtype\n","--- ------ -------------- -----\n"," 0 sex (F=0,M=1) 399 non-null int64\n"," 1 age 399 non-null int64\n"," 2 Family history of heart disease 399 non-null int64\n"," 3 History of heart disease 399 non-null int64\n"," 4 echotype-mass 399 non-null int64\n"," 5 echotype-myxoma 399 non-null int64\n"," 6 echotype-thrombose 399 non-null int64\n"," 7 echotype-fibroma 399 non-null int64\n"," 8 echotype-vegetation 399 non-null int64\n"," 9 echotype-papillary fibroelastoma 399 non-null int64\n"," 10 echomasstype 399 non-null int64\n"," 11 echoposition 399 non-null int64\n"," 12 echomalignancy 399 non-null int64\n"," 13 echosize 399 non-null int64\n"," 14 echonumbers 399 non-null int64\n"," 15 echoconsistency 399 non-null int64\n"," 16 surgeryposition 399 non-null int64\n"," 17 surgerysize 399 non-null int64\n"," 18 surgerynumbers 399 non-null int64\n"," 19 pathotype-myxoma 399 non-null int64\n"," 20 pathotype-thrombose 399 non-null int64\n"," 21 pathotype-fibroma 399 non-null int64\n"," 22 pathotype-sarcoma 399 non-null int64\n"," 23 pathotype-carci0ma 399 non-null int64\n"," 24 pathotype-lypoma 399 non-null int64\n"," 25 pathotype-vegetation 399 non-null int64\n"," 26 pathotype-endocarditis 399 non-null int64\n"," 27 pathotype-NBTE 399 non-null int64\n"," 28 pathotype-papillary fibroelastoma 399 non-null int64\n"," 29 pathomalignancy 399 non-null int64\n","dtypes: int64(30)\n","memory usage: 93.6 KB\n"]},{"data":{"text/plain":["None"]},"metadata":{},"output_type":"display_data"}],"source":["display(df.info())"]},{"cell_type":"markdown","metadata":{},"source":["### Dataframe Statistics"]},{"cell_type":"code","execution_count":8,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:40.055907Z","iopub.status.busy":"2024-07-13T10:08:40.055574Z","iopub.status.idle":"2024-07-13T10:08:40.143661Z","shell.execute_reply":"2024-07-13T10:08:40.142348Z","shell.execute_reply.started":"2024-07-13T10:08:40.055880Z"},"trusted":true},"outputs":[{"name":"stdout","output_type":"stream","text":["\n","Summary Statistics:\n"]},{"data":{"text/html":["
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sex (F=0,M=1)ageFamily history of heart diseaseHistory of heart diseaseechotype-massechotype-myxomaechotype-thromboseechotype-fibromaechotype-vegetationechotype-papillary fibroelastoma...pathotype-thrombosepathotype-fibromapathotype-sarcomapathotype-carci0mapathotype-lypomapathotype-vegetationpathotype-endocarditispathotype-NBTEpathotype-papillary fibroelastomapathomalignancy
count399.000000399.000000399.000000399.000000399.000000399.000000399.000000399.000000399.000000399.000000...399.000000399.000000399.000000399.000000399.000000399.000000399.000000399.000000399.000000399.000000
mean0.44862250.8546370.1704260.3558900.5463660.1954890.1253130.0300750.0225560.080201...0.0952380.0676690.1854640.0952380.0175440.0375940.0250630.0125310.0751880.373434
std0.49797823.4370520.3764790.4793830.4984710.3970740.3314890.1710090.1486710.271944...0.2939120.2514930.3891610.2939120.1314510.1904510.1565120.1113790.2640250.484323
min0.0000003.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000000.000000...0.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000000.000000
25%0.00000037.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000000.000000...0.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000000.000000
50%0.00000051.0000000.0000000.0000001.0000000.0000000.0000000.0000000.0000000.000000...0.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000000.000000
75%1.00000070.0000000.0000001.0000001.0000000.0000000.0000000.0000000.0000000.000000...0.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000001.000000
max1.00000091.0000001.0000001.0000001.0000001.0000001.0000001.0000001.0000001.000000...1.0000001.0000001.0000001.0000001.0000001.0000001.0000001.0000001.0000001.000000
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8 rows × 30 columns

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"],"text/plain":[" sex (F=0,M=1) age Family history of heart disease \\\n","count 399.000000 399.000000 399.000000 \n","mean 0.448622 50.854637 0.170426 \n","std 0.497978 23.437052 0.376479 \n","min 0.000000 3.000000 0.000000 \n","25% 0.000000 37.000000 0.000000 \n","50% 0.000000 51.000000 0.000000 \n","75% 1.000000 70.000000 0.000000 \n","max 1.000000 91.000000 1.000000 \n","\n"," History of heart disease echotype-mass echotype-myxoma \\\n","count 399.000000 399.000000 399.000000 \n","mean 0.355890 0.546366 0.195489 \n","std 0.479383 0.498471 0.397074 \n","min 0.000000 0.000000 0.000000 \n","25% 0.000000 0.000000 0.000000 \n","50% 0.000000 1.000000 0.000000 \n","75% 1.000000 1.000000 0.000000 \n","max 1.000000 1.000000 1.000000 \n","\n"," echotype-thrombose echotype-fibroma echotype-vegetation \\\n","count 399.000000 399.000000 399.000000 \n","mean 0.125313 0.030075 0.022556 \n","std 0.331489 0.171009 0.148671 \n","min 0.000000 0.000000 0.000000 \n","25% 0.000000 0.000000 0.000000 \n","50% 0.000000 0.000000 0.000000 \n","75% 0.000000 0.000000 0.000000 \n","max 1.000000 1.000000 1.000000 \n","\n"," echotype-papillary fibroelastoma ... pathotype-thrombose \\\n","count 399.000000 ... 399.000000 \n","mean 0.080201 ... 0.095238 \n","std 0.271944 ... 0.293912 \n","min 0.000000 ... 0.000000 \n","25% 0.000000 ... 0.000000 \n","50% 0.000000 ... 0.000000 \n","75% 0.000000 ... 0.000000 \n","max 1.000000 ... 1.000000 \n","\n"," pathotype-fibroma pathotype-sarcoma pathotype-carci0ma \\\n","count 399.000000 399.000000 399.000000 \n","mean 0.067669 0.185464 0.095238 \n","std 0.251493 0.389161 0.293912 \n","min 0.000000 0.000000 0.000000 \n","25% 0.000000 0.000000 0.000000 \n","50% 0.000000 0.000000 0.000000 \n","75% 0.000000 0.000000 0.000000 \n","max 1.000000 1.000000 1.000000 \n","\n"," pathotype-lypoma pathotype-vegetation pathotype-endocarditis \\\n","count 399.000000 399.000000 399.000000 \n","mean 0.017544 0.037594 0.025063 \n","std 0.131451 0.190451 0.156512 \n","min 0.000000 0.000000 0.000000 \n","25% 0.000000 0.000000 0.000000 \n","50% 0.000000 0.000000 0.000000 \n","75% 0.000000 0.000000 0.000000 \n","max 1.000000 1.000000 1.000000 \n","\n"," pathotype-NBTE pathotype-papillary fibroelastoma pathomalignancy \n","count 399.000000 399.000000 399.000000 \n","mean 0.012531 0.075188 0.373434 \n","std 0.111379 0.264025 0.484323 \n","min 0.000000 0.000000 0.000000 \n","25% 0.000000 0.000000 0.000000 \n","50% 0.000000 0.000000 0.000000 \n","75% 0.000000 0.000000 1.000000 \n","max 1.000000 1.000000 1.000000 \n","\n","[8 rows x 30 columns]"]},"metadata":{},"output_type":"display_data"}],"source":["print(\"\\nSummary Statistics:\")\n","display(df.describe())"]},{"cell_type":"markdown","metadata":{},"source":["### Missing Values"]},{"cell_type":"code","execution_count":9,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:40.145608Z","iopub.status.busy":"2024-07-13T10:08:40.145159Z","iopub.status.idle":"2024-07-13T10:08:40.156276Z","shell.execute_reply":"2024-07-13T10:08:40.154913Z","shell.execute_reply.started":"2024-07-13T10:08:40.145574Z"},"trusted":true},"outputs":[{"name":"stdout","output_type":"stream","text":["\n","Missing Values:\n"]},{"data":{"text/plain":["sex (F=0,M=1) 0\n","age 0\n","Family history of heart disease 0\n","History of heart disease 0\n","echotype-mass 0\n","echotype-myxoma 0\n","echotype-thrombose 0\n","echotype-fibroma 0\n","echotype-vegetation 0\n","echotype-papillary fibroelastoma 0\n","echomasstype 0\n","echoposition 0\n","echomalignancy 0\n","echosize 0\n","echonumbers 0\n","echoconsistency 0\n","surgeryposition 0\n","surgerysize 0\n","surgerynumbers 0\n","pathotype-myxoma 0\n","pathotype-thrombose 0\n","pathotype-fibroma 0\n","pathotype-sarcoma 0\n","pathotype-carci0ma 0\n","pathotype-lypoma 0\n","pathotype-vegetation 0\n","pathotype-endocarditis 0\n","pathotype-NBTE 0\n","pathotype-papillary fibroelastoma 0\n","pathomalignancy 0\n","dtype: int64"]},"metadata":{},"output_type":"display_data"}],"source":["# Check for missing values\n","print(\"\\nMissing Values:\")\n","display(df.isnull().sum())"]},{"cell_type":"markdown","metadata":{},"source":["There are no missing values in this dataset."]},{"cell_type":"markdown","metadata":{},"source":["### Univariate Analysis"]},{"cell_type":"code","execution_count":10,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:40.158575Z","iopub.status.busy":"2024-07-13T10:08:40.158055Z","iopub.status.idle":"2024-07-13T10:08:45.311084Z","shell.execute_reply":"2024-07-13T10:08:45.309553Z","shell.execute_reply.started":"2024-07-13T10:08:40.158537Z"},"trusted":true},"outputs":[{"name":"stdout","output_type":"stream","text":["\n","Univariate Analysis:\n"]},{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["print(\"\\nUnivariate Analysis:\")\n","# Distribution of numerical features\n","numerical_features = df.select_dtypes(include=['int64', 'float64']).columns\n","df[numerical_features].hist(figsize=(15, 15), bins=20)\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["### Correlation Matrix"]},{"cell_type":"code","execution_count":11,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:51.035356Z","iopub.status.busy":"2024-07-13T10:08:51.034992Z","iopub.status.idle":"2024-07-13T10:08:53.844816Z","shell.execute_reply":"2024-07-13T10:08:53.843454Z","shell.execute_reply.started":"2024-07-13T10:08:51.035316Z"},"trusted":true},"outputs":[{"name":"stdout","output_type":"stream","text":["\n","Correlation Matrix:\n"]},{"data":{"image/png":"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"]},"metadata":{},"output_type":"display_data"}],"source":["print(\"\\nCorrelation Matrix:\")\n","corr_matrix = df.corr()\n","plt.figure(figsize=(20, 20))\n","sns.heatmap(corr_matrix, annot=True, cmap='coolwarm', linewidths=0.5)\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["### Visualizing Key Insights"]},{"cell_type":"code","execution_count":12,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:53.848038Z","iopub.status.busy":"2024-07-13T10:08:53.847684Z","iopub.status.idle":"2024-07-13T10:08:53.855972Z","shell.execute_reply":"2024-07-13T10:08:53.854799Z","shell.execute_reply.started":"2024-07-13T10:08:53.848007Z"},"trusted":true},"outputs":[{"name":"stdout","output_type":"stream","text":["\n","Visualizing Key Insights:\n","Correlation with the target variable:\n","pathomalignancy 1.000000\n","pathotype-sarcoma 0.618089\n","echomalignancy 0.576669\n","pathotype-carci0ma 0.420257\n","surgerynumbers 0.352851\n","History of heart disease 0.291890\n","echonumbers 0.270582\n","age 0.247172\n","echotype-fibroma 0.197757\n","surgeryposition 0.155154\n","echotype-mass 0.151859\n","echoconsistency 0.141678\n","echoposition 0.123516\n","sex (F=0,M=1) 0.105796\n","Family history of heart disease 0.077256\n","echotype-thrombose -0.010512\n","echotype-myxoma -0.066995\n","pathotype-NBTE -0.086968\n","pathotype-lypoma -0.103164\n","echotype-vegetation -0.117277\n","pathotype-endocarditis -0.123779\n","pathotype-vegetation -0.152582\n","echomasstype -0.204133\n","pathotype-fibroma -0.207986\n","pathotype-papillary fibroelastoma -0.220126\n","echotype-papillary fibroelastoma -0.227963\n","pathotype-thrombose -0.250473\n","echosize -0.286211\n","pathotype-myxoma -0.353013\n","surgerysize -0.402056\n","Name: pathomalignancy, dtype: float64\n"]}],"source":["print(\"\\nVisualizing Key Insights:\")\n","# Correlation with the target variable\n","target = \"pathomalignancy\"\n","corr_target = corr_matrix[target].sort_values(ascending=False)\n","print(\"Correlation with the target variable:\")\n","print(corr_target)"]},{"cell_type":"markdown","metadata":{},"source":["### Target class balance\n","Showing the counts of values in the target class - pathomalignancy"]},{"cell_type":"code","execution_count":13,"metadata":{},"outputs":[{"data":{"text/plain":[""]},"execution_count":13,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["df[target].value_counts()[:20].plot(kind='bar')"]},{"cell_type":"markdown","metadata":{},"source":["The dataset is slightly imbalanced with more number of non-pathomalignancy examples"]},{"cell_type":"markdown","metadata":{},"source":["### Finding features with high correlation with target class"]},{"cell_type":"code","execution_count":14,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:53.857856Z","iopub.status.busy":"2024-07-13T10:08:53.857457Z","iopub.status.idle":"2024-07-13T10:08:55.566110Z","shell.execute_reply":"2024-07-13T10:08:55.565074Z","shell.execute_reply.started":"2024-07-13T10:08:53.857822Z"},"trusted":true},"outputs":[{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["# Top 5 positively correlated features\n","top_pos_features = corr_target.index[1:6]\n","sns.pairplot(df, x_vars=top_pos_features, y_vars=target, kind='reg')\n","plt.show()"]},{"cell_type":"code","execution_count":15,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:55.567966Z","iopub.status.busy":"2024-07-13T10:08:55.567639Z","iopub.status.idle":"2024-07-13T10:08:57.049373Z","shell.execute_reply":"2024-07-13T10:08:57.048352Z","shell.execute_reply.started":"2024-07-13T10:08:55.567937Z"},"trusted":true},"outputs":[{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["# Top 5 negatively correlated features\n","top_neg_features = corr_target.index[-5:]\n","sns.pairplot(df, x_vars=top_neg_features, y_vars=target, kind='reg')\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["## Machine Learning"]},{"cell_type":"markdown","metadata":{},"source":["### Prepare data\n","We segregate the features and targets from the data, create train test splits in the ratio 80:20 and then normalize the age values."]},{"cell_type":"code","execution_count":16,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:57.051129Z","iopub.status.busy":"2024-07-13T10:08:57.050790Z","iopub.status.idle":"2024-07-13T10:08:57.087464Z","shell.execute_reply":"2024-07-13T10:08:57.086389Z","shell.execute_reply.started":"2024-07-13T10:08:57.051100Z"},"trusted":true},"outputs":[],"source":["# Splitting the dataset into training and testing sets\n","X = df.drop(columns=[target])\n","y = df[target]\n","\n","X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n","\n","# Normalizing the 'age' column\n","scaler = StandardScaler()\n","X_train['age'] = scaler.fit_transform(X_train[['age']])\n","X_test['age'] = scaler.transform(X_test[['age']])"]},{"cell_type":"markdown","metadata":{},"source":["### Create models"]},{"cell_type":"code","execution_count":17,"metadata":{"execution":{"iopub.execute_input":"2024-07-13T10:08:57.089205Z","iopub.status.busy":"2024-07-13T10:08:57.088854Z","iopub.status.idle":"2024-07-13T10:08:58.814407Z","shell.execute_reply":"2024-07-13T10:08:58.813237Z","shell.execute_reply.started":"2024-07-13T10:08:57.089158Z"},"trusted":true},"outputs":[],"source":["# Dictionary to store the models and their names\n","models = {\n"," \"Logistic Regression\": LogisticRegression(max_iter=1000),\n"," \"Support Vector Machine\": SVC(probability=True),\n"," \"Naive Bayes Classifier\": GaussianNB(),\n"," \"Random Forest\": RandomForestClassifier(n_estimators=500),\n"," \"XGBoost\": XGBClassifier(use_label_encoder=False, eval_metric='logloss'),\n"," \"Multi layer Perceptron\": MLPClassifier(max_iter=1000)\n","}\n","\n","# Function to evaluate model performance\n","def evaluate_model(model, X_test, y_test):\n"," y_pred = model.predict(X_test)\n"," y_proba = model.predict_proba(X_test)[:, 1]\n"," acc = accuracy_score(y_test, y_pred)\n"," prec = precision_score(y_test, y_pred)\n"," rec = recall_score(y_test, y_pred)\n"," f1 = f1_score(y_test, y_pred)\n"," \n"," cm = confusion_matrix(y_test, y_pred)\n"," tn, fp, fn, tp = cm.ravel()\n"," specificity = tn / (tn + fp)\n"," sensitivity = rec\n"," \n"," return acc, prec, rec, specificity, sensitivity, f1"]},{"cell_type":"markdown","metadata":{},"source":["### Train models"]},{"cell_type":"code","execution_count":18,"metadata":{},"outputs":[],"source":["# Train and evaluate each model\n","results = {}\n","\n","for model_name, model in models.items():\n"," model.fit(X_train, y_train)\n"," acc, prec, rec, specificity, sensitivity, f1 = evaluate_model(model, X_test, y_test)\n"," results[model_name] = {\n"," \"Accuracy\": acc,\n"," \"Precision\": prec,\n"," \"Recall\": rec,\n"," \"Specificity\": specificity,\n"," \"Sensitivity\": sensitivity,\n"," \"F1 Score\": f1\n"," }"]},{"cell_type":"markdown","metadata":{},"source":["### Evaluate test data\n","We compare the results of different models and rank them in ascending order of accuracy"]},{"cell_type":"code","execution_count":19,"metadata":{},"outputs":[{"data":{"text/html":["
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AccuracyPrecisionRecallSpecificitySensitivityF1 Score
Logistic Regression0.98750.9583331.0000000.9824561.0000000.978723
Random Forest0.98750.9583331.0000000.9824561.0000000.978723
XGBoost0.98750.9583331.0000000.9824561.0000000.978723
Multi layer Perceptron0.98750.9583331.0000000.9824561.0000000.978723
Support Vector Machine0.96250.9166670.9565220.9649120.9565220.936170
Naive Bayes Classifier0.80000.5897441.0000000.7192981.0000000.741935
\n","
"],"text/plain":[" Accuracy Precision Recall Specificity \\\n","Logistic Regression 0.9875 0.958333 1.000000 0.982456 \n","Random Forest 0.9875 0.958333 1.000000 0.982456 \n","XGBoost 0.9875 0.958333 1.000000 0.982456 \n","Multi layer Perceptron 0.9875 0.958333 1.000000 0.982456 \n","Support Vector Machine 0.9625 0.916667 0.956522 0.964912 \n","Naive Bayes Classifier 0.8000 0.589744 1.000000 0.719298 \n","\n"," Sensitivity F1 Score \n","Logistic Regression 1.000000 0.978723 \n","Random Forest 1.000000 0.978723 \n","XGBoost 1.000000 0.978723 \n","Multi layer Perceptron 1.000000 0.978723 \n","Support Vector Machine 0.956522 0.936170 \n","Naive Bayes Classifier 1.000000 0.741935 "]},"metadata":{},"output_type":"display_data"}],"source":["# Display the results\n","results_df = pd.DataFrame(results).T\n","results_df_sorted = results_df.sort_values(by=\"Accuracy\", ascending=False)\n","display(results_df_sorted)"]}],"metadata":{"kaggle":{"accelerator":"none","dataSources":[{"datasetId":5193149,"sourceId":8666213,"sourceType":"datasetVersion"}],"dockerImageVersionId":30732,"isGpuEnabled":false,"isInternetEnabled":true,"language":"python","sourceType":"notebook"},"kernelspec":{"display_name":"Python 3","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.10.13"}},"nbformat":4,"nbformat_minor":4} diff --git a/CVD Dataset Analysis/requirements.txt b/CVD Dataset Analysis/requirements.txt new file mode 100644 index 000000000..04fa01fa4 --- /dev/null +++ b/CVD Dataset Analysis/requirements.txt @@ -0,0 +1,6 @@ +numpy +pandas +matplotlib +scikit-learn +xgboost +seaborn \ No newline at end of file