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SOME GENERALIZATIONS OF THE BANACH’S CONTRACTION PRINCIPLE ON A COMPLETE COMPLEX VALUED S-METRIC SPACE

Year 2016, Issue: 14, 26 - 36, 01.11.2016

Nihal Yılmaz Özgür Nihal Taş

Abstract

In this paper we give some generalizations of the Banach’s contraction principle on acomplete complex valued S-metric space. We verify our results with an example

Keywords

Complex valued S-metric space Fixed point Banach’s contraction principle.

Year 2016, Issue: 14, 26 - 36, 01.11.2016

Nihal Yılmaz Özgür Nihal Taş

Abstract

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Details

Other ID JA67DE24AF
Authors

Nihal Yılmaz Özgür This is me

Nihal Taş This is me

Publication Date November 1, 2016
Submission Date November 1, 2016
Published in Issue Year 2016 Issue: 14

Cite

APA Özgür, N. Y., & Taş, N. (2016). SOME GENERALIZATIONS OF THE BANACH’S CONTRACTION PRINCIPLE ON A COMPLETE COMPLEX VALUED S-METRIC SPACE. Journal of New Theory(14), 26-36.
AMA Özgür NY, Taş N. SOME GENERALIZATIONS OF THE BANACH’S CONTRACTION PRINCIPLE ON A COMPLETE COMPLEX VALUED S-METRIC SPACE. JNT. November 2016;(14):26-36.
Chicago Özgür, Nihal Yılmaz, and Nihal Taş. “SOME GENERALIZATIONS OF THE BANACH’S CONTRACTION PRINCIPLE ON A COMPLETE COMPLEX VALUED S-METRIC SPACE”. Journal of New Theory, no. 14 (November 2016): 26-36.
EndNote Özgür NY, Taş N (November 1, 2016) SOME GENERALIZATIONS OF THE BANACH’S CONTRACTION PRINCIPLE ON A COMPLETE COMPLEX VALUED S-METRIC SPACE. Journal of New Theory 14 26–36.
IEEE N. Y. Özgür and N. Taş, “SOME GENERALIZATIONS OF THE BANACH’S CONTRACTION PRINCIPLE ON A COMPLETE COMPLEX VALUED S-METRIC SPACE”, JNT, no. 14, pp. 26–36, November2016.
ISNAD Özgür, Nihal Yılmaz - Taş, Nihal. “SOME GENERALIZATIONS OF THE BANACH’S CONTRACTION PRINCIPLE ON A COMPLETE COMPLEX VALUED S-METRIC SPACE”. Journal of New Theory 14 (November2016), 26-36.
JAMA Özgür NY, Taş N. SOME GENERALIZATIONS OF THE BANACH’S CONTRACTION PRINCIPLE ON A COMPLETE COMPLEX VALUED S-METRIC SPACE. JNT. 2016;:26–36.
MLA Özgür, Nihal Yılmaz and Nihal Taş. “SOME GENERALIZATIONS OF THE BANACH’S CONTRACTION PRINCIPLE ON A COMPLETE COMPLEX VALUED S-METRIC SPACE”. Journal of New Theory, no. 14, 2016, pp. 26-36.
Vancouver Özgür NY, Taş N. SOME GENERALIZATIONS OF THE BANACH’S CONTRACTION PRINCIPLE ON A COMPLETE COMPLEX VALUED S-METRIC SPACE. JNT. 2016(14):26-3.


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