Home Categories Signal Processing

Master the Fourier transform and its applications

Learners: 14,443

Instructor: Mike X Cohen

Duration:

Unravel the mysteries of the Fourier transform and its wide-ranging applications with the online course "Master the Fourier Transform and its Applications." Led by seasoned instructor Mike, this course delves into the theoretical and computational foundations of the Fourier transform, emphasizing its significance in signal processing, data analysis, and image filtering. With MATLAB and Python code provided, learners gain hands-on experience, making it ideal for data scientists, engineers, computer scientists, and more. Expand your skills in digital signal processing and image processing while benefiting from Mike's expertise, garnered from two decades of research and teaching.▼▲

Course Feature Course Overview Course Provider

Go to class

Course Feature

Cost:

Paid

Provider:

Udemy

Certificate:

Paid Certification

Language:

English

Start Date:

2023-07-03

Course Overview

❗The content presented here is sourced directly from Udemy platform. For comprehensive course details, including enrollment information, simply click on the 'Go to class' link on our website.

Updated in [July 24th, 2023]

The course "Master the Fourier Transform and its Applications" offers a comprehensive exploration of the Fourier transform and its practical uses in signal processing and image filtering. Under the expert guidance of instructor Mike, learners gain theoretical and computational insights, accompanied by MATLAB and Python code for hands-on learning. Designed for data scientists, engineers, computer scientists, and other professionals, this course equips participants with the skills to implement the Fourier transform on computers effectively. With Mike's extensive experience in teaching and research, students can confidently enhance their programming abilities and apply the Fourier transform across diverse fields. Join this transformative journey to unravel the complexities and applications of the Fourier transform in the modern world.