Skip to main content

Fourier Analysis: Home

The analysis of a complex waveform expressed as a series of sinusoidal functions, the frequencies of which form a harmonic series.

Welcome to the Fourier Analysis Course Guide!

The resources within this guide have been specifically chosen for their usefulness to those studying  Fourier Analysis. You can find useful databases, books, websites and more by using the tabs above. 

Level

Location

Using this Guide to Help with your Research

These Research Guides are designed by librarians to assist students studying at the Riphah International University. Use the tabs along the top edge of this box to locate various resources. You can use this research guide to help you with class assignments. The 'Getting Started' tab gives an overview of the steps you can take when researching an assignment in the Riphah International University Library. The following tabs cover the resources in more detail. If you run into obstacles, please don't hesitate to contact the Information Advisor. 

Course Description

In mathematics, Fourier analysis  is the study of the way general functions may be represented or approximated by sums of simpler trigonometric functions. Fourier analysis grew from the study ofFourier series, and is named after Joseph Fourier, who showed that representing a function as a sum of trigonometric functions greatly simplifies the study of heat transfer.

WDS T12 Fourier Analysis

Discovery System!

Information Officer

Asghar Ali's picture
Asghar Ali
Contact:
Riphah International University Al-Mizan Campus Peshawar Road Rawalpindi
+923317970977
Skype Contact: Ali Asghar Shaheen

Ask Question