Fourier series-vallee poussin sums and approximation
Other Title(s)
متسلسلات فورييه-مجاميع فالي بوسين و التقريب
Dissertant
Thesis advisor
Comitee Members
al-Jaradat, Umar Khalid
al-Qadiri, Muhammad Husayn
al-Talafihah, Adib Mustafa
University
Mutah University
Faculty
Faculty of Science
Department
Department of Mathematics and Statistics
University Country
Jordan
Degree
Master
Degree Date
2014
English Abstract
In this thesis we investigate approximation properties of partial sums of trigonometric Fourier series of continuous periodic functions, in addition, we obtain an estimate of the deviation of de la Vallee-Poussin sums from continuous periodic functions; expressed in terms of values of theirs modulus of continuity.
Furthermore, we provide two examples as an applications of this result.
Main Subjects
Topics
No. of Pages
44
Table of Contents
Table of contents.
Abstract.
Chapter One : Introduction.
Chapter Two : Preliminary and basic concepts.
Chapter Three : Density of Bernstein polynomial and Jackson Theorem.
Chapter Four : Approximation of continuous-periodic functions by valee-poussin sums.
References.
American Psychological Association (APA)
al-Amr, Rasha Muhammad. (2014). Fourier series-vallee poussin sums and approximation. (Master's theses Theses and Dissertations Master). Mutah University, Jordan
https://search.emarefa.net/detail/BIM-403518
Modern Language Association (MLA)
al-Amr, Rasha Muhammad. Fourier series-vallee poussin sums and approximation. (Master's theses Theses and Dissertations Master). Mutah University. (2014).
https://search.emarefa.net/detail/BIM-403518
American Medical Association (AMA)
al-Amr, Rasha Muhammad. (2014). Fourier series-vallee poussin sums and approximation. (Master's theses Theses and Dissertations Master). Mutah University, Jordan
https://search.emarefa.net/detail/BIM-403518
Language
English
Data Type
Arab Theses
Record ID
BIM-403518
