# Maximum Likelihood Estimation- An Introduction

Introduction to Maximum Likelihood Estimation
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Students will learn about the concept of Maximum Likelihood estimation

## Requirements

• Intermediate level knowledge of Probability, Statistics and Calculus

## Description

The purpose of the maximum likelihood estimation (MLE) is to find or tune the parameters of the distribution  in a way to explain the data  OR  how to learn the distribution/ model parameters from this data?

The purpose of fitting distribution to this data is to find the parameters of the distribution such that using those parameters we can extract more data of similar nature.

Maximum likelihood will look for the values of parameters that maximizes the likelihood function that is the value of parameters that says that this data is most likely to belong this distribution.

In this course, students will learn about the fundamental concept of Maximum likelihood Estimation, Parameters of Maximum Likelihood Estimation, Derivations of the Parameters, Solved Example on Maximum Likelihood Estimation. By the end of this course, students will be able to derive the parameters from the distribution. For brevity, we are only covering Gaussian distribution in this course since  Gaussian is the most commonly used distribution.

Following is the breakdown of the course.

1. Events, outcomes and probability.

2. Concept of Maximum Likelihood Estimation.

3. Parameters of Maximum Likelihood Estimation.

4. Calculations of Parameters.

5. Multivariate Gaussian Distribution.

6. Derivation of Parameters.

7. Numerical Example on MLE.

8. Dealing with arrays in Python.

9. Plotting and visualization.

## Who this course is for:

• Any body who loves Mathematics can take this course

## Course content

2 sections9 lectures1h 9m total length
• Events, outcomes and probability
02:45
• Concept of Maximum Likelihood Estimation
06:21
• Parameters for Maximum Likelihood Estimation
06:14
• Calculation of Parameters
03:49
• Multivariate Gaussian Distribution
06:35
• Derivation of Parameters
11:44
• Numerical Example on MLE
09:45

## Instructor

Machine Learning and Statistical Signal Processing
• 4.1 Instructor Rating
• 20 Reviews
• 4,131 Students
• 3 Courses

Dr. Zeeshan is PhD in Electrical and Computer Engineering from Ryerson University Toronto. He has more than 18 years of teaching and research experience. He has taught many courses related to Computer and Electrical Engineering. His research interests include Machine learning, Deep learning, Computer vision, Signal and Image processing and multimodal fusion. He has publications in reputed journals and conferences.