Functional techniques for data analysis
Date
1997-12
Authors
Journal Title
Journal ISSN
Volume Title
Publisher
Texas Tech University
Abstract
This dissertation develops a new general method of solving Prony's problem. Two special cases of this new method have been developed previously. They are the Matrix Pencil and the Osculatory Interpolation. The dissertation shows that they are instances of a more general solution type which allows a wide ranging class of linear functional to be used in the solution of the problem. This class provides a continuum of functionals which provide new methods that can be used to solve Prony's problem.
Description
Keywords
Prony, R. (Riche), 1755-1839, Functional analysis, Delay differentical equations