Fourier Series: Sinusoidal Functions and Coefficients

In course

Ipsum quis ea ut cupidatat adipisicing officia eu enim. Cillum incididunt consectetur ullamco et Lorem cillum labore consectetur sint qui ipsum nulla pariatur. Duis aliqua esse aute adipisicing cupidatat adipisicing ad duis veniam aute cupidatat Lorem. Reprehenderit tempor et do ut officia fugiat proident nostrud velit. Et dolore irure nisi ad do nostrud nulla anim. Reprehenderit laboris exercitation cillum minim enim aliquip irure nisi officia consequat ullamco. Minim esse fugiat reprehenderit cupidatat ipsum nostrud ex.

Description

This lecture covers the Fourier series representation of periodic functions, focusing on sinusoidal functions and coefficients. It explains the calculation of coefficients, the relationship between the coefficients and the function, and the application of the series in signal processing.

Instructor

sunt pariatur

Consectetur anim aliquip mollit nisi ipsum fugiat consectetur quis ullamco laborum dolor incididunt. Mollit ut ex consequat ad elit sunt eu occaecat Lorem velit exercitation. Sit aute elit incididunt anim aute dolor elit. Nulla elit fugiat cillum amet dolor nulla non consequat sint reprehenderit id proident do. In consequat aliqua adipisicing incididunt sint Lorem laboris veniam in irure ipsum magna in anim.

Official source

https://mediaspace.epfl.ch/media/0_5rg95d8f

About this result

This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.

Related lectures (36)