Various generalizations of uncertainty principles related to the linear canonical ambiguity function

Abstract

The uncertainty principle is a fundamental result of the Fourier transform and is currently one of the most rapidly developing areas of mathematics due to its application in various transformations. This paper deals with the linear canonical ambiguity function. It combines the classical ambiguity function and the linear canonical transform. We derive in detail various uncertainty principles related to the proposed transformation.

Access to Document

Other files and links

• Link to publication in Scopus
• Open Access Version Available

Fingerprint