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The Statistics and Machine Learning with R Workshop

You're reading from  The Statistics and Machine Learning with R Workshop

Product type Book
Published in Oct 2023
Publisher Packt
ISBN-13 9781803240305
Pages 516 pages
Edition 1st Edition
Languages
Author (1):
Liu Peng Liu Peng
Profile icon Liu Peng

Table of Contents (20) Chapters

Preface 1. Part 1:Statistics Essentials
2. Chapter 1: Getting Started with R 3. Chapter 2: Data Processing with dplyr 4. Chapter 3: Intermediate Data Processing 5. Chapter 4: Data Visualization with ggplot2 6. Chapter 5: Exploratory Data Analysis 7. Chapter 6: Effective Reporting with R Markdown 8. Part 2:Fundamentals of Linear Algebra and Calculus in R
9. Chapter 7: Linear Algebra in R 10. Chapter 8: Intermediate Linear Algebra in R 11. Chapter 9: Calculus in R 12. Part 3:Fundamentals of Mathematical Statistics in R
13. Chapter 10: Probability Basics 14. Chapter 11: Statistical Estimation 15. Chapter 12: Linear Regression in R 16. Chapter 13: Logistic Regression in R 17. Chapter 14: Bayesian Statistics 18. Index 19. Other Books You May Enjoy

Performing hypothesis testing for two means

In this section, we will explore the process of comparing two sample means using hypothesis testing. When comparing two sample means, we want to determine whether a significant difference exists between the means of two distinct populations or groups.

Suppose now we have two groups of samples. These two groups could represent a specific value before and after treatment for each sample. Our objective is thus to compare the sample statistics of these two groups, such as the sample mean, and determine whether the treatment has an effect. To do this, we can perform a hypothesis test to compare mean values from the two independent distributions using either bootstrap simulation or t-test approximation.

When using the t-test in the hypothesis test to compare the mean values of two independent samples, the two-sample t-test assumes normal distribution for the data, and that the variances of the two populations are equal. However, in cases...

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