Beginner

Logistic Regression: Predicting Outcomes with Probability

Logistic Regression is a statistical method used for classification problems. It predicts the probability of a binary outcome (such as yes/no or true/false) using input data, making it widely used in fields like data analysis and machine learning.

5.0
|2h 43m
Logistic Regression: Predicting Outcomes with Probability course

What's Included

8

Lessons

2h 43m

Duration

Certificate

What You'll Master

Skills and outcomes you'll walk away with

Beginner: Foundations of Classification & The Sigmoid Function

Intermediate: The Math of Logistic Regression - Log-Odds and Cost Function

Intermediate: Model Optimization and Gradient Descent

Intermediate: Implementation and Tools - Scikit-Learn

Advanced: Model Evaluation and Performance Metrics

Advanced: Regularization and Multiclass Classification

Course Curriculum

8 lessons • 2h 43m total

1

Beginner: Foundations of Classification & The Sigmoid Function

18m
2

Intermediate: The Math of Logistic Regression - Log-Odds and Cost Function

24m
3

Intermediate: Model Optimization and Gradient Descent

18m
4

Intermediate: Implementation and Tools - Scikit-Learn

19m
5

Advanced: Model Evaluation and Performance Metrics

21m
6

Advanced: Regularization and Multiclass Classification

19m
7

Expert: Statistical Inference and Feature Engineering

26m
8

Expert: Real-World Methodologies and Handling Imbalanced Data

18m

Certification Path

Certification Exam

24 multiple-choice questions • 70% passing score required

Final Project: Building and Evaluating a Predictive Logistic Regression Model

In this final assignment, students will select a real-world dataset to predict a binary outcome. The project involves exploratory data analysis, checking for logistic regression assumptions such as linearity of the logit and lack of multicollinearity, and fitting the model using a programming language of choice. Students must interpret the resulting odds ratios, calculate the p-values for predictors, and assess model fit using the Likelihood Ratio test. Performance evaluation must include a confusion matrix, sensitivity, specificity, and an ROC-AUC analysis.

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