MW
Mohammed Yusuf Waziri
Also known as: M Y Waziri
Research areas: Mathematics · Numerical Analysis · Iterative Methods for Nonlinear Equations · Advanced Optimization Algorithms Research · Matrix Theory and Algorithms
0000-0001-7112-659X
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Publications (87)
- Image recovery via modified Dai-Kou method for constrained system of nonlinear equations Save
- A Symmetric PRP‐Type Method With a Restart Strategy and Its Global Convergence Without Lipschitz Condition Save
- Derivative‐Free Quasi‐Newton–Type Scheme for Singular Nonlinear Equations With Fuzzy Coefficients Save
- Descent Four-Term Dai–Liao-Type Scheme for Constrained Monotone Equations and Image De-Blurring Save
- Two RMIL-type schemes with compressed sensing applications Save
- Signal and image reconstruction with a double parameter Hager–Zhang‐type conjugate gradient method for system of nonlinear equations Save
- Improved Dai-Yuan iterative schemes for convex constrained monotone nonlinear systems Save
- Another Hager-Zhang-type method via singular-value study for constrained monotone equations with application Save
- Sparse signal reconstruction via Hager–Zhang-type schemes for constrained system of nonlinear equations Save
- On a Scaled Symmetric Dai–Liao-Type Scheme for Constrained System of Nonlinear Equations with Applications Save
- Hybrid derivative-free methods for solving system of nonlinear equations Save
- A modified conjugate gradient parameter via hybridization approach for solving large-scale systems of nonlinear equations Save
- A modified Dai–Kou-type method with applications to signal reconstruction and blurred image restoration Save
- Structured diagonal Gauss–Newton method for nonlinear least squares Save
- Two Descent Dai-Yuan Conjugate Gradient Methods for Systems of Monotone Nonlinear Equations Save
- Two new Hager–Zhang iterative schemes with improved parameter choices for monotone nonlinear systems and their applications in compressed sensing Save
- Descent three-term DY-type conjugate gradient methods for constrained monotone equations with application Save
- Double direction three-term spectral conjugate gradient method for solving symmetric nonlinear equations Save
- Two derivative‐free algorithms for constrained nonlinear monotone equations Save
- A Derivative-Free Multivariate Spectral Projection Algorithm for Constrained NonLinear Monotone Equations Save