A three-term projection method based on spectral secant equation for nonlinear monotone equations
N Zhang, JK Liu, B Tang - Japan Journal of Industrial and Applied …, 2024 - Springer
In this paper, we propose a three-term derivative-free projection algorithm for handling large-
scale nonlinear monotone equations with convex constrained. The search direction …
scale nonlinear monotone equations with convex constrained. The search direction …
An efficient projection algorithm for solving convex constrained monotone operator equations and sparse signal reconstruction problems
M Abdullahi, AB Abubakar, A Sulaiman… - The Journal of …, 2024 - Springer
We propose an efficient three-term projection method for solving convex-constrained
nonlinear monotone equations, with applications to sparse signal reconstruction problems …
nonlinear monotone equations, with applications to sparse signal reconstruction problems …
A projection method for solving monotone nonlinear equations with application
G Abbass, H Chen, M Abdullahi, MA Baba… - Physica Scripta, 2023 - iopscience.iop.org
Nonlinear equations are one of the most trending research areas due to their vast
applications in the sciences, social sciences, and engineering. However, the conjugate …
applications in the sciences, social sciences, and engineering. However, the conjugate …
A hybrid BFGS-Like method for monotone operator equations with applications
In this paper, a hybrid three-term conjugate gradient (CG) method is proposed to solve
constrained nonlinear monotone operator equations. The search direction is computed such …
constrained nonlinear monotone operator equations. The search direction is computed such …
An improved spectral conjugate gradient projection method for monotone nonlinear equations with application
In this paper, we propose an enhanced spectral conjugate gradient (CG) projection method
for solving monotone nonlinear equations with application in signal processing. The …
for solving monotone nonlinear equations with application in signal processing. The …
A new approximate descent derivative-free algorithm for large-scale nonlinear symmetric equations
X Wang - Computational and Applied Mathematics, 2024 - Springer
In this paper, an approximate descent three-term derivative-free algorithm is developed for a
large-scale system of nonlinear symmetric equations where the gradients and the difference …
large-scale system of nonlinear symmetric equations where the gradients and the difference …
An efficient projection algorithm for large-scale system of monotone nonlinear equations with applications in signal recovery
G Abbass, H Chen, M Abdullahi… - Journal of Industrial …, 2024 - aimsciences.org
The hybrid conjugate gradient (CG) method, recently proposed by authors in [11] for solving
unconstrained optimization problems, has gained attention. This approach shares …
unconstrained optimization problems, has gained attention. This approach shares …