In this paper, we introduce a new system of variational inclusion problems called system of
generalized set-valued variational inclusion problems involving α β-H ((.,.),(.,.))-mixed …

In this paper, under the assumption with no continuousness, a new system of generalized
variational inclusions in the Banach space is introduced. By using the Yosida approximation …

In this paper, we investigate a class of accretive map**s called the H (⋅,⋅)-mixed
map**sin Banach spaces. We prove that the proximal-point map** associated with the …

The purpose of this work is to investigate generalized H (.,.,.)-ϕ-η-cocoercive operator and
use its application via resolvent equation approach to solve the variational-like inclusion …

In this paper, we look into a new concept of accretive map**s called αβ-H ((.,.),(.,.))-mixed
accretive map**s in Banach spaces. We extend the concept of proximal-point map**s …

The proposed work is presented in two folds. The first aim is to deals with the new notion
called generalized αiβj-Hp (.,.,...)-accretive map**s that are the sum of two symmetric …

In this paper, we introduce a class of\({\cal H}(\cdot,\cdot)\)-\(\phi\)-\(\eta\)-accretive operators
in a real\(q\)-uniformly smooth Banach space. We define the resolvent operator associated …

The present research is an attempt to define a class of generalized αiβj-(Hp, φ)-η-accretive
map**s as well as it is a study of its associated class of proximal-point map**s. The …

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 …

We investigate a new class of cocoercive operators named generalized H (·,·,·)‐η‐
cocoercive operators in Hilbert spaces. We prove that generalized H (·,·,·)‐η‐cocoercive …