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Eigenfunctions and Eigenoperators of Cyclic Integral Transforms with Application to Gaussian Beam Propagation

Description:

An integral transform which reproduces a transformable input function after a finite number $N$ of successive applications is known as a {\it cyclic} transform. Of course, such a transform will reproduce an arbitrary transformable input after $N$ applications, but it also admits eigenfunction inputs which will be reproduced after a...

Keyword:

Physics

Subject:

Applied Mathematics

Creator:

Matthew McCallum

Owner:

Scholarly Digital Publishing

Date Uploaded:

10/02/2018

Date Modified:

10/02/2018

Date Created:

2008-12-08

Resource Type:

Dissertation