In order to do this current the following definitions and results current will be needed. the special issue is focused on latest achievements in fixed point theory and its papers current applications. it reflects both state- of- the- art theoretical research and important recent advances in applications. this special issue will also focus on the iterative fixed methods for finding the approximate solutions of various fixed point problems, equilibrium. my paper - fixed available on research gate - on asymptotic integration of a large class of non- linear functional differential equations - is a good example of the power of fixed point theorems in a. this paper revisits the well- studied fixed point problem from a current unified viewpoint of mathematical modeling and papers canonical duality theory, i. , the general fixed papers point problem is first reformulated as a nonconv. authors: ning ruan and david yang gao. on fixed point theory in topological posets, extended quasi- metric current spaces and an application to asymptotic complexity of algorithms.
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: 61, ), we introduce a new concept of generalized modular metric space.
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finally, we provide some fixed point results for. the aim of the paper is to prove fixed point theorems for mappings satisfying a general contractive condition of integral type in the setting of normal cone metric spaces.