ϕ-неподвижная точка приводит к b-метрическим пространствам с wt-расстоянием

In this paper, our program is to obtain a ϕ-fixed point result along with some applications. The problem considered here is formulated by combining together several recent trends in metric fixed point theory and its extensions. Two illustrative examples are discussed. It is shown that some results existing in the literature are extended by our main theorem. The application presented is in the area of Volterra and Fredholm integral equations

Publication Details

Journal
SibFU Digital Repository (Siberian Federal University)
Published
2024-10-21
Primary Topic
Fixed Point Theorems Analysis
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article
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article

ϕ-неподвижная точка приводит к b-метрическим пространствам с wt-расстоянием

SibFU Digital Repository (Siberian Federal University)
Fixed Point Theorems Analysis
article

ϕ-неподвижная точка приводит к b-метрическим пространствам с wt-расстоянием

article en

Abstract

In this paper, our program is to obtain a ϕ-fixed point result along with some applications. The problem considered here is formulated by combining together several recent trends in metric fixed point theory and its extensions. Two illustrative examples are discussed. It is shown that some results existing in the literature are extended by our main theorem. The application presented is in the area of Volterra and Fredholm integral equations

SibFU Digital Repository (Siberian Federal University)
Reduced inequalities
Openalex Percentile: Top 41%
Fixed Point Theorems Analysis
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ϕ-неподвижная точка приводит к b-метрическим пространствам с wt-расстоянием · SibFU Digital Repository (Siberian Federal University) (2024) | TGRS Research Map | TGRS