ON WEAK INTERPOLATIVE CONTRACTIONS WITH APPLICATION TO HOMOTOPY THEORY

Yıldırım, İsa; Sahin, Y. Serdar

doi:10.46939/j.sci.arts-23.2-a09

Makale Tam Makale Uluslararası 2023 Açık erişimli

ON WEAK INTERPOLATIVE CONTRACTIONS WITH APPLICATION TO HOMOTOPY THEORY

İsa Yıldırım, Y. Serdar Sahin

JOURNAL OF SCIENCE AND ARTS Sayı 2 · ss. 421–430 · 01.01.2023

DOI ile aç

Özet

In this paper, we firstly introduce definition of weak interpolative Hardy -Rogers type contractions and we give an example for a class of this mappings. We also prove a fixed point theorem under some appropriate conditions on complete b -metric spaces. Finally, we discuss an application to homotopy theory of our main result.

Anahtar kelimeler

fixed point weak interpolative contraction mapping b-metric spaces

Atıf için künye

Yıldırım, İ., & Sahin, Y. S. (2023). ON WEAK INTERPOLATIVE CONTRACTIONS WITH APPLICATION TO HOMOTOPY THEORY. JOURNAL OF SCIENCE AND ARTS(2), 421–430. https://doi.org/10.46939/j.sci.arts-23.2-a09

BibTeX

@article{yildirim2023-72774,
  author = {Yıldırım, İsa and Sahin, Y. Serdar},
  title = {ON WEAK INTERPOLATIVE CONTRACTIONS WITH APPLICATION TO HOMOTOPY THEORY},
  journal = {JOURNAL OF SCIENCE AND ARTS},
  year = {2023},
  number = {2},
  pages = {421--430},
  issn = {1844-9581},
  doi = {10.46939/j.sci.arts-23.2-a09},
  url = {https://akademik.atauni.edu.tr/yayinlar/72774-on-weak-interpolative-contractions-with-application-to-homotopy-theory}
}