*STOCHASTIC convergence, *LINEAR operators, *MATHEMATICS, *FIXED point theory, *NONLINEAR operators
Abstract
In this paper, we focus on the existence of the best proximity points in binormed linear spaces. As a consequence, we obtain some fixed point results. We also provide some illustrations to support our claims. As applications, we obtain the existence of a solution to split feasible and variational inequality problems. [ABSTRACT FROM AUTHOR]