activity
20112017
collaborators

7 papers

math.NA2017

Finite Element Method For Solving The Dirac Eigenvalue Problem With Linear Basis Functions

Hasan Almanasreh

In this work we will treat the spurious eigenvalues obstacle that appears in the computation of the radial Dirac eigenvalue problem using numerical methods. The treatment of the sp…

math.HO2017

fnf-Learning Mathematics

Hasan Almanasreh

This study concerns the use of e-learning in the mathematics education system, shedding the light on its advantages and disadvantages, analyzing its applicability either partially…

math.AP2015

On G-convergence of positive Self-adjoint operators

Hasan Almanasreh, Mahmoud Shalalfeh

We apply G-convergence theory to study the asymptotic of the eigenvalue problems of positive definite bounded self-adjoint -dependent operators as . Two operators ar…

math.SP2015

Strong convergence of wave operators for a family of Dirac operators

Hasan Almanasreh

We consider a family of Dirac operators with potentials varying with respect to a parameter . The set of potentials has different power-like decay independent of . The proofs…

math-ph2012

hp-Cloud Approximation Of The Dirac Eigenvalue Problem: The Way Of Stability

Hasan Almanasreh

We apply -cloud method to the radial Dirac eigenvalue problem. The difficulty of occurrence of spurious eigenvalues among the genuine ones in the computation is resolved. The m…

math.FA2012

G-Convergence of Dirac Operators

Hasan Almanasreh, Nils Svanstedt

We consider the linear Dirac operator with a (-1)-homogeneous locally periodic potential that varies with respect to a small parameter. Using the notation of G-convergence for posi…