A Fixed Point Theorem for JS-contraction Type Mappings with Applications to Polynomial Approximations

Ishak Altun; Nassir Al Arifi; Mohamed Jleli; Aref Lashin; Bessem Samet

doi:10.2298/FIL1715969A

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A Fixed Point Theorem for JS-contraction Type Mappings with Applications to Polynomial Approximations

Journal article

Peer reviewed

A Fixed Point Theorem for JS-contraction Type Mappings with Applications to Polynomial Approximations

Ishak Altun, Nassir Al Arifi, Mohamed Jleli, Aref Lashin and Bessem Samet

Filomat, Vol.31(15), pp.4969-4978

01/01/2017

DOI: https://doi.org/10.2298/FIL1715969A

Abstract

Mathematics

Mathematics, Applied

Physical Sciences

Science & Technology

A fixed point theorem is established for a new class of JS-contraction type mappings. As applications, some Kelisky-Rivlin type results are obtained for linear and nonlinear q-Bernstein-Stancu operators.

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Title: A Fixed Point Theorem for JS-contraction Type Mappings with Applications to Polynomial Approximations
Creators - without role: Ishak Altun - Kırıkkale University
Nassir Al Arifi - King Saud University
Mohamed Jleli - King Saud University
Aref Lashin - King Saud University
Bessem Samet - King Saud University
Publication Details: Filomat, Vol.31(15), pp.4969-4978
Publisher: Univ Nis, Fac Sci Math
Number of pages: 10
Grant note: King Saud University (Saudi Arabia); King Saud University
Identifiers: 9950982808331
Academic Unit: King Saud University
Language: English
Resource Type: Journal article