In this paper, we alter Wang's new iterative method as well as apply it to find the common
solution of fixed point problem (FPP) and split variational inclusion problem (S p VIP) in …

In this paper, we present self-adaptive inertial iterative algorithms involving Yosida
approximation to investigate a split variational inclusion problem (SVIP) and common …

This paper aims to present two inertial iterative algorithms for estimating the solution of split
variational inclusion (S p VI s P) and its extended version for estimating the common solution …

In this paper, we present two iterative algorithms involving Yosida approximation operators
for split monotone variational inclusion problems (SpMVIP). We prove the weak and strong …

Herein, a generalized Yosida inclusion problem involving Φ-relaxed co-accretive mapping
is investigated. The resolvent and analogous generalized Yosida approximation operator is …

The purpose of this work is to study new systems given by evolution equations via resolvent
operators for solving Yosida inclusion problems, equilibrium problems and fixed point …

A new generalized Yosida inclusion problem, involving A-relaxed co-accretive mapping, is
introduced. The resolvent and associated generalized Yosida approximation operator is …

In this paper, we study iterative methods for solving the split variational inclusion in Hilbert
spaces. We consider a Tseng‐type algorithm with self‐adaptive step sizes for finding a …

In this paper, we introduce the Yosida approximation operator associated with H-monotone
operator in Hilbert spaces and prove some of its important properties. In addition, we …

In this paper, we present two iterative algorithms involving Yosida approximation operators
for split monotone variational inclusion problems (SpMVIP). We prove the weak and strong …