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 …
Iterative algorithms for solutions of Hammerstein equations in real Banach spaces
CE Chidume, A Adamu, LC Okereke - Fixed Point Theory and …, 2020 - Springer
Let B be a uniformly convex and uniformly smooth real Banach space with dual space B∗
B^*. Let F: B→ B∗ F:B→B^*, K: B∗→ BK:B^*→B be maximal monotone mappings. An …
B^*. Let F: B→ B∗ F:B→B^*, K: B∗→ BK:B^*→B be maximal monotone mappings. An …
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 …
On the strong convergence of the proximal point algorithm with an application to Hammerstein euations
CE Chidume, A Adamu, MS Minjibir… - Journal of Fixed Point …, 2020 - Springer
Let E be a real normed space. A new notion of quasi-boundedness for operators A: E → 2^
EA: E→ 2 E is introduced and the following general important result for accretive operators is …
EA: E→ 2 E is introduced and the following general important result for accretive operators is …
An inertial algorithm for solving Hammerstein equations
An inertial algorithm for solving Hammerstein equations is presented. This algorithm is
obtained as a consequence of a new inertial algorithm proposed and studied for solving …
obtained as a consequence of a new inertial algorithm proposed and studied for solving …
Solving split equality fixed point problem for quasi-phi-nonexpansive mappings
CE Chidume, A Adamu - Thai Journal of Mathematics, 2021 - thaijmath2.in.cmu.ac.th
An iterative algorithm is constructed to approximate solutions of split equality fixed point
problem (SEFPP) for quasi-$\phi $-nonexpansive mappings in real Banach spaces more …
problem (SEFPP) for quasi-$\phi $-nonexpansive mappings in real Banach spaces more …
[PDF][PDF] A technique with diminishing and non-summable step-size for monotone inclusion problems in banach spaces
In this paper, an algorithm for approximating zeros of sum of three monotone operators is
introduced and its convergence properties are studied in the setting of 2-uniformlyconvex …
introduced and its convergence properties are studied in the setting of 2-uniformlyconvex …
An Inertial Algorithm of Generalized f-Projection for Maximal Monotone Operators and Generalized Mixed Equilibrium Problems in Banach Spaces
L Umar, TM Kabir, IU Haruna - African Scientific Reports, 2022 - asr.nsps.org.ng
In this paper, we study a modified hybrid inertial algorithm of generalized f-projection for
approximating maximal monotone operators and solutions of generalized mixed equilibrium …
approximating maximal monotone operators and solutions of generalized mixed equilibrium …
New iterative methods for finding solutions of Hammerstein equations
OA Boikanyo, H Zegeye - Journal of Applied Mathematics and Computing, 2023 - Springer
Abstract Let G: H→ H and K: H→ H be monotone mappings that are either sequentially
weakly continuous or continuous, where H is a real Hilbert space. In this work, we introduce …
weakly continuous or continuous, where H is a real Hilbert space. In this work, we introduce …
Algorithm for solutions of nonlinear equations of strongly monotone type and applications to convex minimization and variational inequality problems
Real‐life problems are governed by equations which are nonlinear in nature. Nonlinear
equations occur in modeling problems, such as minimizing costs in industries and …
equations occur in modeling problems, such as minimizing costs in industries and …