2025 : 4 : 21
فارسی

Hamid Esmaili

Academic rank: Professor
ORCID:
Education: PhD.
ScopusId:
HIndex:
Faculty: Faculty of Science
Address:
Phone:
Home

Research activities

Journal Papers
A New Non-Monotone Line Search Algorithm to Solve Non-Smooth Optimization Finance Problem , Hamid Esmaili (2024)
A NEW MODIFIED LINE SEARCH ALGORITHM TO SOLVE LARGE-SCALE NON-SMOOTH NON-CONVEX OPTIMIZATION PROBLEM , Hamid Esmaili (2023)
The maximal positive definite solution of the nonlinear matrix equation X + A ∗ − ∗ − X A + B X B = I khosro sayevand, , Hamid Esmaili (2023)
A discrete collocation scheme to solve Fredholm integral equations of the second kind in high dimensions using radial kernels Hamid Esmaili, , davood moazemi (2021)
AmodifiedChebyshev𝜗-weightedCrank–Nicolson methodforanalyzingfractional sub-diffusionequations , khosro sayevand, nasim ghanbari, Hamid Esmaili (2021)
A Trust-region Method Using Extended Nonmonotone Technique for Unconstrained Optimization Morteza Kimiaei, Hamid Esmaili, Farzad Rahpeymaii (2021)
OnComputationalEfficiencyandDynamicalAnalysisfora ClassofNovelMulti-stepIterativeSchemes khosro sayevand, , Hamid Esmaili (2020)
Numerical solution of Volterra-Fredholm integral equation via hyperbolic basis functions Hamid Esmaili, , Vahideh Hooshyarbakhsh (2020)
On modified two-step iterative method in the fractional sense: some applications in real world phenomena , khosro sayevand, Hamid Esmaili (2020)
A stable kernel-based technique for solving linear Fredholm integral equations of the second kind and its applications Hamid Esmaili, davood moazemi (2020)
Application of Hilbert–Schmidt SVD approach to solve linear two-dimensional Fredholm integral equations of the second kind Hamid Esmaili, davood moazemi (2020)
A novel iterative method for the solution of a nonlinear matrix equation , khosro sayevand, Hamid Esmaili (2020)
A new generalized shrinkage conjugate gradient method for sparse recovery Hamid Esmaili, , Morteza Kimiaei (2019)
Akernel-basedtechniquetosolvethree-dimensionallinear Fredholmintegralequationsofthesecondkindovergeneral domains Hamid Esmaili, davood moazemi (2019)
An Efficient Schulz-type Method to Compute the Moore-Penrose Inverse Hamid Esmaili, , (2018)
An efficient method to compute the Moore–Penrose inverse Hamid Esmaili, , (2018)
Extended Dai–Yuan Conjugate Gradient Strategy for Large-Scale Unconstrained Optimization with Applications to Compressive Sensing Hamid Esmaili, , Morteza Kimiaei (2018)
Combining line search and trust-region methods for Hamid Esmaili, , morteza Kimiaei (2017)
An efficient quadratically convergent iterative method to find the Hamid Esmaili, Amir Pirnia (2017)
A nonmonotone trust-region-approach with nonmonotone adaptive radius for solving nonlinear systems Keyvan Amini, Hamid Esmaili, morteza Kimiaei (2016)
A FAST CONVERGENT TWO-STEP ITERATIVE METHOD TO SOLVE THE ABSOLUTE VALUE EQUATION Hamid Esmaili, Mahdi Mirzapour, (2016)
A trust-region approach with novel filter adaptive radius for system of nonlinear equations morteza Kimiaei, Hamid Esmaili (2016)
A trust-region method with improved adaptive radius for systems of nonlinear equations Hamid Esmaili, morteza Kimiaei (2016)
An optimal sixteenth order convergent method to solve nonlinear equations Hamid Esmaili, Mahdi Ahmadi, (2015)
A UNIFORM APPROXIMATION METHOD TO SOLVE ABSOLUTE VALUE EQUATION Hamid Esmaili, , Mahdi Ahmadi (2015)
An efficient implementation of a trust region method for box constrained optimization Hamid Esmaili, morteza Kimiaei (2015)
An efficient three-step method to solve system of nonlinear equations Hamid Esmaili, Mahdi Ahmadi (2015)
An efficient adaptive trust-region method for systems of nonlinear equations Hamid Esmaili, morteza Kimiaei (2015)
An Improved Adaptive Trust-Region Method for Unconstrained Optimization Hamid Esmaili, morteza Kimiaei (2014)
A new adaptive trust-region method for system of nonlinear equations Hamid Esmaili, morteza Kimiaei (2014)
A cubically convergent class of root finding iterative methods , Hamid Esmaili (2014)
A modication of Chebyshev-Halley method free from second derivatives for nonlinear equations Hamid Esmaili, (2013)
An effective trust-region-based approach for symmetric nonlinear systems Masoud Ahookhosh, Hamid Esmaili, morteza Kimiaei (2013)
A uniparametric family of modifications for Chebyshev’s method Hamid Esmaili, (2012)
Conference Papers
An effective method to solve absolute value equations Mahdi Ahmadi, Hamid Esmaili (2015) 2nd National Conference on Mathematics and its Applications Malayer University , Malayer , Iran , May 28 , 2015
A modified generalized Newton method to solve the absolute value equation Mahdi Mirzapour, Hamid Esmaili (2014) The 7th International Conference of Iranian Operations Research Society
Linear Programming Problem with Interval Data , Hamid Esmaili (2013) 5th Iranian Conference on Applied Mathematics
A uniform approximation method to solve absolute value equations Hamid Esmaili (2013) 5th Iranian Conference on Applied Mathematics
A smoothing method to solve absolute value e nation , Hamid Esmaili (2013) 5th Iranian Conference on Applied Mathematics
A cubically convergent class of root Finding iterative methods First-Name Last-Name, Hamid Esmaili (2013) 5th Iranian Conference on Applied Mathematics
A New Fixed Point Method for l_1 -norm Regularization Problems in Compressive Sensing , Hamid Esmaili (2013) 5th Iranian Conference on Applied Mathematics
Festival
Powered By Jiro