We focus our study on a co-variational inequality problem involving two generalized Yosida
approximation operators in real uniformly smooth Banach space. We show some …

In this paper, we study a Yosida variational inclusion problem with its corresponding Yosida
resolvent equation problem. We mention some schemes to solve both the problems, but we …

In this article, we investigate and study an extended Cayley–Yosida inclusion problem. We
show that our problem is equivalent to a fixed-point equation. Based on the fixed-point …

In this paper, we consider and study a system of generalized variational inclusions involving
Cayley operators and an XOR-operation in q-uniformly smooth Banach spaces. To obtain …

In this paper, we solve a system of mixed variational inclusions involving a generalized
Cayley operator and the generalized Yosida approximation operator. An iterative algorithm …

In this article, first we introduce and study a Yosida Quasi-inverse variational inequality
problem (in short, YQIVI) in Hilbert space and then developed a new fractional differential …

In this work, a co-variational inequality problem and a co-resolvent equation problem are
introduced and investigated. It is shown that the fixed point problem is equivalent to the …

In this paper, we introduce and study a generalized Cayley operator associated to H (·,·)-
monotone operator in semi-inner product spaces. Using the notion of graph convergence …

This paper introduces a novel inclusion problem, the Cayley-Yosida inclusion problem,
which is constructed using generalized versions of the Cayley and Yosida operators. We …

In this paper, we present a generalized Cayley operator and a generalized Cayley inclusion
problem (GCIP). A fixed point formulation of (GCIP) is established and using this an iterative …