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Education

Ph.D in Optimization

2024

M.Sc. in Numerical Optimization

2014

B.Sc. in Mathematics

2011

Membership

2019

Examination Committee

2019-04-16,2019-05-15

Member of the Examination Committee in the department of mathematics

2016

Examination Committee

2016-05-02,2016-09-15

Member of the Examination Committee in the department of mathematics

Academic Title

2015

Assistant lecture

2015-06-15

Training Course

2021

Intermediate

2021-11-13,2021-12-29

Pre-Intermediate

2021-09-05,2021-10-27
2020

Elementary

2020-10-29,2020-12-22
2015

Training course on Teaching Methods

2015-04-19,2015-05-28
2012

Training course on English Proficiency

2012-09-01,2012-11-01

Training course on Computer Proficiency

2012-06-01,2012-08-01

Thesis

2014

Homotopy and Homotopy perturbation Methods for unconstrained Optimization

2014-12-29

Published Journal Articles

2024

Two new limited-memory preconditioned conjugate gradient algorithms for nonlinear optimization problems

2024-02
2023

Two New Preconditioned Conjugate Gradient Methods for Minimization Problems

2023-01
2022

A NEW MODIFIED CONJUGATE GRADIENT FOR NONLINEAR MINIMIZATION PROBLEMS

2022-10
2021

A New conjugate gradient method for unconstrained optimization problems with descent property

2021-05
2019

A New Parameter Conjugate Gradient Method Based on Three Terms Unconstrained Optimization

2019-11
2016

New conjugate gradient method for unconstrained optimization with logistic mapping

2016-06
2014

New Iterative Conjugate Gradient Method for Nonlinear Uncon- strained Optimization Using Homptopy Technique

2014-06

New Homotopy Conjugate Gradient for Unconstrained Optimization using Hestenes- Stiefel and Conjugate Descent

2014-05