New Method for Computing zeros of monotone maps in Lebesgue spaces with applications to integral equations, fixed points, optimization, and variational inequality problems

Abdulmalik U. Bello, Markjoe O. Uba, Michael T. Omojola +2

Let $E=L_p,1<p\le 2,$ and $A:E\to E^{\ast }$ be a bounded monotone map such that $0\in R(A)$. In this paper, we introduce and study an algorithm for approximating zeros of $A$…