1
Department of Mathematics, Giresun University, Giresun, PO. Code 28100, Turkey.
2
Department of Mathematics, Gazi University, Ankara, PO. Code 06500, Turkey.
Abstract
In this paper, we prove the existence and uniqueness of fixed points for cyclic (α,β)-admissible type F-contraction and F−weak contraction under the setting of modular spaces, where the modular is convex and satisfying the ∆2-condition. Later, we prove some periodic point results for self-mappings on a modular space. We also give some examples to support our results.
Sangurlu Sezen, M., Türkoğlu, D. (2019). Fixed Point Results for Cyclic (α,β)-Admissible Type F-Contractions in Modular Spaces. International Journal of Mathematical Modelling & Computations, 9(2 (SPRING)), 101-111.
MLA
Müzeyyen Sangurlu Sezen; Duran Türkoğlu. "Fixed Point Results for Cyclic (α,β)-Admissible Type F-Contractions in Modular Spaces". International Journal of Mathematical Modelling & Computations, 9, 2 (SPRING), 2019, 101-111.
HARVARD
Sangurlu Sezen, M., Türkoğlu, D. (2019). 'Fixed Point Results for Cyclic (α,β)-Admissible Type F-Contractions in Modular Spaces', International Journal of Mathematical Modelling & Computations, 9(2 (SPRING)), pp. 101-111.
VANCOUVER
Sangurlu Sezen, M., Türkoğlu, D. Fixed Point Results for Cyclic (α,β)-Admissible Type F-Contractions in Modular Spaces. International Journal of Mathematical Modelling & Computations, 2019; 9(2 (SPRING)): 101-111.
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