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Resampling Methods 3
Handling imbalanced data using Oversampling methods(SMOTE, ADASYN, and DB-SMOTE)
Computational Methods 3
Using Accept-Reject method a new Beta R.V. generated
Computational Methods 2
Random variables, and generating random variables using inverse transform method
Computational Methods
Implemented the following root finding methods: Interval Bisection Method, Newton-Raphson Method and Secant Method
Generalized Linear Models6
Quasi Poisson logistic regression, Extra Poisson variation, Negative Binomial logistic Regression and Drop in deviance test to compare the models.
Generalized Linear Models 5
Poisson logistic regression (Null to Saturated), Lack of fit test and Drop in deviance test to compare the models
Generalized Linear Models 4
Proportional odds logistic (Ordinal logistic) regression, Drop-in-deviance to compare the models, finding probabilities and comparing with Multinomial logistic regression (Ignoring order)
Generalized Linear Models 3
- Multinomial Logistic Regression (Saturated to Null)
- Drop-in-deviance to compare the models
- Finding probabilities for the special cases
Generalized Linear Models 2
Model comparison (saturated to null), GLM models with binomial and quasibinomial, analyzing Overdispersion.
Generalized Linear Models 1
Compared GLM models with full(saturated) model and performed Drop-In-Deviance test to choose the best model
Categorical Data Analysis 4
Testing Mutual, Joint and Marginal independences using Pearson’s Chi-Squared test statistics.
Categorical Data Analysis 3
Joint and conditional distributions for two categorical variables, creating a contingency table and hypothesis test for independence and Odds Ratio
& Relative Risk.
Categorical Data Analysis 2
Odds Ratio, Relative Risk, Hypothesis test for independence and confidence interval
Categorical Data Analysis 1
Joint and conditional distributions for two categorical variables, creating a contingency table and test for independence
Probability Simulations 3
Simulating expected value of discrete random variables
Probability Simulations 2
Using Discrete random variables (Bernoulli, Binomial, Geometric, Hyper Geometric and Poisson) solving probability questions.
Probability Simulations 1
Solving probability problems by simulating in R
Model Evaluation 3
Accuracy, Recall, Precision and F1 scores are compared for balanced and imbalanced set sets
Model Evaluation 2
Following performance metrics were evaluated: Accuracy, Precision, Sensitivity, Specificity, and F1 Scores
Model Evaluation 1
ROC Curve, AUC and choosing the best cut off value
Support Vector Machine 1
Performed SVM using linear, radial and polynomial kernel and tuning to choose the best cost parameter
Decision Tree 2
Performed Decision tree and Pruned tree through Cross Validation . Used Rpart library
CSU R Course Notes 5
R- Resampling methods
CSU R Course Notes 4
R- Classifications
CSU R Course Notes 3
R- Data Wrangling in the Tidyverse
CSU R Course Notes 2
R- Subsetting Objects
CSU R Course Notes 1
R- Basic Exploration
Decision Tree 1
Performed Decision tree, Bagging, Boosting, Feature selection and Random forest on Carseats daat set
Regularization Methods 1
Used Ridge, Lasso, Principal Component and Partial Least Squares regression techniques
Subset Selection Methods 1
Performed subset selection using AdjR2, Cp and BIC, Forward and Backward stepwise selection, Lasso regression
Resampling Methods 2
Estimate the test error rate of Naive Bayes model using data split, LOOCV, K-Fold CV, Repeated K-Fold CV and Bootstrap methods.
Model Comparison 2
Logistic Regression, LDA, QDA and KNN methods were compared on Auto data set
Model Comparison 1
Logistic Regression, LDA, QDA & KNN models
Logistic Regression 3
Used Backward-stepwise, Bootstrapping and VIF for feature selection