Welcome to SF2705, Fourier Analysis.

This course is taught by Maurice Duits

Due to COVID-19 all lecture for P1 will be online using zoom. The zoom link is https://kth-se.zoom.us/j/66304938297

Course objectives

The aim of the course is to provide a rigorous introduction to Fourier analysis and its applications.

Intended learning outcomes

After passing the course, the students should be able to

formulate central definitions and theorems of Fourier analysis;
apply and generalize theorems and methods within Fourier analysis;
describe, analyze and formulate basic proofs within Fourier analysis.

Information and material

All information about the course is available in Canvas. Start by clicking on modules

Administrative matter

Answers to administrative questions, concerning for example registration for the course, registration to the exams, re-exams, etc. can be found on the following web page: studentexpeditionen

For other questions, please contact us, easiest and fastest, by email: studentoffice@math.kth.se .

Support for students with disabilities

Students with disabilities may have the right to certain compensatory support for example during examination.

KTH has coordinators for students with disabilities, FunkaLinks to an external site., who deals with issues relating to functional disabilities. You should turn to Funka at funka@kth.se for information about support. Course specific details can be found here.

SF2705 HT21 Fourier Analysis (50561)