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Foundations of Statistics and Probability for Machine Learning

This course will teach you the concepts, theory, and implementation of basic statistics, probability, hypothesis testing, and regression analysis required to build and interpret meaningful machine learning models.

Janani Ravi - Pluralsight course - Foundations of Statistics and Probability for Machine Learning
by Janani Ravi

What you'll learn

Learning the importance of p-values and test statistics and how these can be used to accept or reject the null hypothesis can lead you to explore the different types of t-tests and learn to choose the right one for your use case.

In this course, Foundations of Statistics and Probability for Machine Learning, you will learn to leverage statistics for exploratory data analysis and hypothesis testing.

First, you will explore measures of central tendency and dispersion including mean, mode, median, range, and standard deviation.

Then, you will explore the basics of probability and probability distributions and learn how skewness and kurtosis can give you important insights into your data.

Next, you will discover how you can perform hypothesis testing and interpret the results of these statistical tests.

Finally, you will learn how to perform and interpret regression models both simple regression with a single predictor and multiple regression with multiple predictors, and you will evaluate your regression models using R-squared and adjusted R-squared and understand the t-statistic and p-value associated with regression coefficients.

When you are finished with this course, you will have the skills and knowledge of statistics and data analysis needed to effectively explore and interpret your data as a precursor to applying machine learning techniques.

Table of contents

About the author

Janani Ravi - Pluralsight course - Foundations of Statistics and Probability for Machine Learning
Janani Ravi

A problem solver at heart, Janani has a Masters degree from Stanford and worked for 7+ years at Google. She was one of the original engineers on Google Docs and holds 4 patents for its real-time collaborative editing framework.

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