On Dini's Sufficient Conditions Guaranteeing A Fourier's Expansion For An Arbitrary Function f(x)

Author

Ross Luranza Echols, Prairie View Agricultural and Mechanical College

Date of Award

8-1953

Document Type

Thesis

Degree Name

Master of Science

Degree Discipline

Mathematics

Abstract

Thus, in this paper we shall be concerned with the following problems: 1. What are those conditions which must be imposed upon a function which would guarantee a Fourier's expansion for the function? 2. Can the class of all such functions satisfying the conditions assumed under (1) above (when determined) be extended to a somewhat larger class?

Committee Chair/Advisor

Louis C. Marshall

Publisher

Prairie View Agriculture and Mechanical College

Rights

Date of Digitization

1/26/2022

Contributing Institution

John B Coleman Library

City of Publication

Prairie View

MIME Type

Application/PDF

Recommended Citation

Echols, R. L. (1953). On Dini's Sufficient Conditions Guaranteeing A Fourier's Expansion For An Arbitrary Function f(x). Retrieved from https://digitalcommons.pvamu.edu/pvamu-theses/1018