Yassine Boubendir
Professor
Department of Mathematical Sciences
New Jersey Institute of Technology
Univ. Heights
Newark NJ 07102
Office: 609 Cullimore Hall
Phone: (973) 596-3499
Fax: (973)
E-Mail:
boubendi@njit.edu
Research Interests
Acoustic,
Elastic and
Electromagnetic Wave Propagation Problems
Domain
Decomposition Methods
High Frequency
Problems
Numerical
Methods (Boundary Element Method, Finite Element Methods, Spectral
Methods)
Thesis
- Master: Equations
Elliptiques Non-Lineaires Avec Second Membre L^1 ou Mesure pdf
- Ph. D: Techniques de
Decomposition de Domaine et Methode d'Equations Integrales pdf
Preprints
- Domain decomposition
methods for solving Stokes-Darcy problems with boundary integrals. Submiited
- Localized
adaptive radiation condition for coupling boundary with finite element
applied to scattering and radiated problems. Submitted
- A quasi-optimal non-overlapping domain decomposition algorithm for the Helmholtz equation.
link
-
Analysis of
Multiple Scattering iterations for High-Frequency Scattering Problems,
II The Three-Dimensional Part link
- Stokes-Darcy boundary integral solutions using preconditioners link
- Non-Overlapping Domain
Decomposition Method for a Nodal Finite Element Method link
- Dynamics of one- and two-dimensional fronts in a bistable equation with time-delayed
global feedback: Propagation failure and control mechanisms. link
- Analysis of open waveguides using the finite-element method and boundary integral equations
link
- A Feti-like
domain decomposition method for Coupling finite elements and bpundary elements
in large-size problems of acoustic scattering link
- Domain decomposition method and nodal finite element for solving
Helmholtz equation link
- An analysis of the BEM-FEM non-overlapping domain decomposition
method for a scattering problem
link
- Coupling of a non-overlapping domain decomposition method for
a nodal finite
element method with a boundary element method
link
- An integral preconditioner for solving the two-dimensional
scattering transmission problem using integral equations
link
- About coupling of domain decomposition methods to a boundary element technique
link
Links to
boubendi@njit.edu