Generalized ulam-hyers stability, well-posedness and limit shadowing of a fixed point problem for chatterjea contractive mappings in m-metric spaces

Generalized Ulam-Hyers Stability, Well-Posedness and Limit Shadowing of a Fixed Point Problem for Chatterjea Contractive Mappings in <i>M</i>-Metric Spaces
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초록

The purpose of this paper is to investigate new types of the Ulam-Hyers stability, the well-posedness and the limit shadowing type of the fixed point problem for Chatterjea contractive mappings in the framework of M-metric spaces. Some illustrative examples for showing main results in this paper are also given. The main results in this paper are motivated from the results of Pansuwan et al. [A. Pansuwan, W. Sintunavarat, J.Y. Choi, Y.J. Cho, Ulam-Hyers stability, well-posedness and limit shadowing property of the fixed point problems in M-metric spaces, J. Nonlinear Sci, Appl. 9 (2016) 4489-4499].

키워드

M-metric space; Ulam-Hyers stability type; well-posedness type; limit shadowing type; fixed point problem; HEMIVARIATIONAL INEQUALITIES
제목
Generalized ulam-hyers stability, well-posedness and limit shadowing of a fixed point problem for chatterjea contractive mappings in m-metric spaces
제목 (타언어)
Generalized Ulam-Hyers Stability, Well-Posedness and Limit Shadowing of a Fixed Point Problem for Chatterjea Contractive Mappings in <i>M</i>-Metric Spaces
저자
Kumrod, Pathaithep; Sintunavarat, Wutiphol; Cho, Yeol Je; Xiao, Yi-bin
발행일
2020-09
유형
Article
저널명
Thai Journal of Mathematics
권
18
호
3
페이지
1649 ~ 1659