Convergence of Two Splitting Projection Algorithms in Hilbert Spaces
Marwan Amin Kutbi, Abdul Latif, Xiaolong Qin · Mathematics · 2019
The aim of this present paper is to study zero points of the sum of two maximally monotone mappings and fixed points of a non-expansive mapping. Two splitting projection algorithms are introduced and investigated for treating the zero and fixed point problems. Possible computational errors are taken into account. Two convergence theorems are obtained and applications are also considered in Hilbert spaces