Research Communication | Open Access
Volume 2021 | Communication ID 131
Volume 2021 | Communication ID 131
| Application of random fixed point theorems in solving non-linear stochastic integral equations system |
Kenza Benkirane, Abderrahim Eladraoui, El Miloudi Marhrani
Received |
Accepted |
Published |
January 29, 2021 |
February 15, 2021 |
March 15, 2021 |
Abstract: The random fixed point theorems are stochastic generalizations of classical fixed point theorems what are known as deterministic results. The random fixed point theory find its root in the works of Špaček [1] and Hanš [2, 3]. In recent past, several fixed point theorems have been generalized in stochastic version. On the otherhand, Padgett [4] used the random analogue of Banach fixed point theorem [5] to analyze the existence and uniqueness of random solution of a nonlinear stochastic integral equation of the Hammerstein type and proved several theorems. Others, continued to work on this ...