In this paper, we introduce random Jungck-Picard-Krasnoselskii hybrid iterative process which is a hybrid of random Jungck, Picard and krasnoselskii iterative processes. We prove under j-contractive condition, our random hybrid iterative scheme converges faster than all of random Jungck-Picard, Jungck-Mann, JungckKrasnoselskii and Jungck-Ishikawa iterative processes. Finally, we use it to find a solution of random nonlinear integral equation. Our results ... إقراء المزيد

In this paper, we investigate a new type of random F-contraction and obtain a common random fixed point theorem for a pair of self stochastic mappings in a separable Banach space. The existence of a unique solution for nonlinear fractional random differential equation is proved under suitable conditions. إقراء المزيد

In this paper, we prove a unique common random fixed point theorems in the framework of random cone metric spaces for generalized MJ-contraction and generalized MJy-contraction conditions. An example to justify our theorems is given. Our results extend some previous work related to random cone metric spaces from the current existing literature. إقراء المزيد

In this paper, we present a new concept of random contraction and prove a coupled random fixed point theorem under this condition which generalizes stochastic Banach contraction principle. Finally, we apply our contraction to obtain a solution of random nonlinear integral equations and we present a numerical example. إقراء المزيد

In this paper, we prove a common fixed point theorem for a pair of self mappings satisfying a general contractive condition of exponential type in complete metric spaces. Our results extend and improve the results of Sharma and Ojha [1] إقراء المزيد

اوجد المشتقة الاولي لكل من الدوا الاتية: y=sinx y=tanhx y=coshx xy=sinxy إقراء المزيد