???????? Metrik Uzayında Çok Değişkenli Operatörler için Sabit Nokta Sonuçları Üzerine

Authors : FATMA AYDIN AKGÜN

Pages : 477-482

Doi:10.18185/erzifbed.629337

View : 16 | Download : 22

Publication Date : 2020-08-31

Article Type : Research Paper

Abstract :The aim of this paper is to establish fixed point theorem for multivalued operators in b_2 -metric space and generalize the results of Chifu and Petruel (2017) and Sheng, Ren and Zhong (2018) . Moreover, we present an example for the main results. The aim of this paper is to establish fixed point theorem for multivalued operators in b_2-metric space and generalize the results of Chifu and Petruel (2017) and Sheng, Ren and Zhong (2018). Moreover, we present an example for the main results.The aim of this paper is to establish fixed point theorem for multivalued operators in b_2-metric space and generalize the results of Chifu and Petruel (2017) and Sheng, Ren and Zhong (2018). Moreover, we present an example for the main results.
Keywords : Fixed point, b 2 metric space, Mathematics