We proved a fixed point theorem for a class of maps that satisfy Ćirić's contractive condition dependent on another function. We presented an example to show that our result is a real generalization.
In this paper, we investigate the non-cooperative equilibrium problem of two person games in the setting of game theory and propose a solution via coupled fixed point results in the context of partial metric spaces. We also realize that our coupled fixed point results can be applied to get a solution of a class of nonlinear Fredholm type integral equations.
MSC: 46J10; 46J15; 47H10
We prove a fixed-point theorem for a class of maps that satisfy generalized -weak contractions depending on a given function. An example is given to illustrate our extensions.
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