Inertial viscosity-type iterative method for solving inclusion problems with applications
An inertial viscosity-type iterative method that approximates a solution of an inclusion
problem and a fixed point problem is introduced and studied. Strong convergence theorem …
problem and a fixed point problem is introduced and studied. Strong convergence theorem …
Approximation of zeros of sum of monotone mappings with applications to variational inequality and image restoration problems
In this paper, an inertial Halpern-type forward backward iterative algorithm for approximating
solution of a monotone inclusion problem whose solution is also a fixed point of some …
solution of a monotone inclusion problem whose solution is also a fixed point of some …
Generalized hybrid viscosity-type forward-backward splitting method with application to convex minimization and image restoration problems
Let E be a uniformly convex and q-uniformly smooth real Banach space. Let A: E→ E be an
α-inverse strongly accretive mapping of order q, B: E⊸ E be a set-valued m-accretive …
α-inverse strongly accretive mapping of order q, B: E⊸ E be a set-valued m-accretive …
A hybrid inertial algorithm for approximating solution of convex feasibility problems with applications
An inertial iterative algorithm for approximating a point in the set of zeros of a maximal
monotone operator which is also a common fixed point of a countable family of relatively …
monotone operator which is also a common fixed point of a countable family of relatively …
Approximation of solutions of split equality fixed point problems with applications
In this paper, we introduce and study an inertial algorithm for approximating solutions of split
equality fixed point problem (SEFPP), involving quasi-phi-nonexpansive mappings in …
equality fixed point problem (SEFPP), involving quasi-phi-nonexpansive mappings in …
Strong convergence of an inertial algorithm for maximal monotone inclusions with applications
An inertial iterative algorithm is proposed for approximating a solution of a maximal
monotone inclusion in a uniformly convex and uniformly smooth real Banach space. The …
monotone inclusion in a uniformly convex and uniformly smooth real Banach space. The …
[PDF][PDF] Iterative algorithms for split variational inequalities and generalized split feasibility problems with applications
CE Chidume, MO Nnakwe - J. Nonlinear Var. Anal, 2019 - scholar.archive.org
In this paper, we present extragradient and modified extragradient iterative algorithms for
solving a common solution of a finite family of split variational inequalities and generalized …
solving a common solution of a finite family of split variational inequalities and generalized …
[PDF][PDF] Strong convergence theorem for some nonexpansive-type mappings in certain Banach spaces
CE Chidume, A Adamu, LC Okereke - Thai Journal of Mathematics, 2020 - academia.edu
Strong Convergence Theorem for Some Nonexpansive-Type Mappings in Certain Banach
Spaces Page 1 ISSN 1686-0209 Thai Journal of Mathematics Volume 18 Number 3 (2020) …
Spaces Page 1 ISSN 1686-0209 Thai Journal of Mathematics Volume 18 Number 3 (2020) …
A derivative‐free projection method for nonlinear equations with non‐Lipschitz operator: Application to LASSO problem
In this paper, we introduce a derivative‐free iterative method for finding the solutions of
convex constrained nonlinear equations (CCNE) using the projection strategy. The new …
convex constrained nonlinear equations (CCNE) using the projection strategy. The new …
Approximation of solutions of Hammerstein equations with monotone mappings in real Banach spaces
CE Chidume, A Adamu, LC Okereke - Carpathian Journal of Mathematics, 2019 - JSTOR
Let E be a uniformly convex and uniformly smooth real Banach space with dual space, E*.
Let F: E→ E*, K: E*→ E be maximal monotone mappings. An iterative algorithm is …
Let F: E→ E*, K: E*→ E be maximal monotone mappings. An iterative algorithm is …