Education

Ph.D.; Universite de Toulouse, France; ; 2002

M.S.; University of Paul, France; ; 1996

B.S.; University of Constantine, Algeria; ; 1993

M.S.; University of Paul, France; ; 1996

B.S.; University of Constantine, Algeria; ; 1993

Past Courses

MATH 111: CALCULUS I

MATH 211: CALCULUS III A

MATH 211: CALCULUS IIIA

MATH 213: CALCULUS IIIB

MATH 222: DIFFERENTIAL EQUATIONS

MATH 227: MATHEMATICAL MODELING

MATH 331: INTRO PARTIAL DIFF EQ

MATH 332: INTRO COMPLEX VARIABLES

MATH 335: VECTOR ANALYSIS

MATH 337: LINEAR ALGEBRA

MATH 337: LINEAR ALGEBRA-HONORS

MATH 340: APPLIED NUMERICAL METHODS

MATH 391: NUMERICAL LINEAR ALGEBRA

MATH 440: ADVANCED APPLIED NUMERICAL METHODS

MATH 480: INTRO MATH ANALYSIS

MATH 481: ADVANCED CALCULUS

MATH 545: INTRO MATH ANALYSIS

MATH 546: ADVANCED CALCULUS II

MATH 611: NUMER METH FOR COMPUTATN

MATH 614: NUMERICAL METHODS I

MATH 645: ANALYSIS

MATH 745: MATHMATICAL ANALYSIS II

MATH 211: CALCULUS III A

MATH 211: CALCULUS IIIA

MATH 213: CALCULUS IIIB

MATH 222: DIFFERENTIAL EQUATIONS

MATH 227: MATHEMATICAL MODELING

MATH 331: INTRO PARTIAL DIFF EQ

MATH 332: INTRO COMPLEX VARIABLES

MATH 335: VECTOR ANALYSIS

MATH 337: LINEAR ALGEBRA

MATH 337: LINEAR ALGEBRA-HONORS

MATH 340: APPLIED NUMERICAL METHODS

MATH 391: NUMERICAL LINEAR ALGEBRA

MATH 440: ADVANCED APPLIED NUMERICAL METHODS

MATH 480: INTRO MATH ANALYSIS

MATH 481: ADVANCED CALCULUS

MATH 545: INTRO MATH ANALYSIS

MATH 546: ADVANCED CALCULUS II

MATH 611: NUMER METH FOR COMPUTATN

MATH 614: NUMERICAL METHODS I

MATH 645: ANALYSIS

MATH 745: MATHMATICAL ANALYSIS II

Journal Article

Boubendir, Yassine , & Midura, Dawid (2018). Non-overlapping domain decomposition algorithm based on modified transmission conditions for the Helmholtz equation .

Boubendir, Yassine, & Lazergui, Souaad (2017). Asymptotic expansions of the Helmholtz equation solutions using approximations of the Dirichlet to Neumann operator .

Boubendir, Yassine, & Ecevit, Fatih, & Reitich, Fernando (2017). Acceleration of an iterative method for the evaluation of high-frequency multiple scattering effects .

Boubendir, Yassine, & Turc, Catalin , & Riahi , Mohamed (2017). Well-conditioned boundary integral equation formulations and Nyström discretizations for the solution of Helmholtz problems with impedance boundary conditions in two-dimensional Lipschitz domains.

Boubendir, Yassine, & Turc, Catalin , & Pedneault , Michael (2017). Schur complement domain decomposition methods for the solution of multiple scattering problems.

*Computers and Mathematics with Applications*,*75*(6), 1900-1911.Boubendir, Yassine, & Lazergui, Souaad (2017). Asymptotic expansions of the Helmholtz equation solutions using approximations of the Dirichlet to Neumann operator .

*Journal of Mathematical Analysis and Applications*,*456*(2), 767-786.Boubendir, Yassine, & Ecevit, Fatih, & Reitich, Fernando (2017). Acceleration of an iterative method for the evaluation of high-frequency multiple scattering effects .

*SIAM Journal on Scientific Computing*,*39*(6), 1130-1155.Boubendir, Yassine, & Turc, Catalin , & Riahi , Mohamed (2017). Well-conditioned boundary integral equation formulations and Nyström discretizations for the solution of Helmholtz problems with impedance boundary conditions in two-dimensional Lipschitz domains.

*Journal of Integral Equations and Applications*,*29*(3), 441-472..Boubendir, Yassine, & Turc, Catalin , & Pedneault , Michael (2017). Schur complement domain decomposition methods for the solution of multiple scattering problems.

*IMA Journal of Applied Mathematics*,*82*(5), 1104–1134. SHOW MORE

Boubendir, Yassine, & Bendali, A. , & Zerbib, N. (2016). Coupling finite and boundary element methods using a localized adaptive radiation condition for the Helmholtz’s equation.

Turc, Catalin, & Boubendir, Yassine, & Dominguez, V. (2016). High-order Nyström discretizations for the solution of integral equation formulations of two-dimensional Helmholtz transmission problems.

Turc, Catalin, & Boubendir, Yassine, & Bruno, O., & Levadoux, D. (2015). Integral equations requiring small numbers of Krylov-subspace iterations for two-dimensional smooth penetrable scattering problems.

Turc, Catalin, & Boubendir, Yassine, & Dominguez, V. , & Levadoux, D. (2015). Regularized combined field integral equations for acoustic transmission problems.

Turc, Catalin, & Boubendir, Yassine, & Dominguez, Victor High-order Nystr\"om discretizations for the solution of integral equation formulations of two-dimensional Helmholtz transmission problems.

Turc, Catalin, & Boubendir, Yassine, & France, David Levadoux Integral equations requiring small numbers of Krylov-subspace iterations for two-dimensional penetrable scattering problems.

Turc, Catalin, & Boubendir, Yassine (2014). Well-conditioned boundary integral equation formulations for the solution of high-frequency electromagnetic scattering problems.

Turc, Catalin, & Boubendir, Yassine (2014). Well-conditioned boundary integral equation formulations for the solution of high-frequency electromagnetic scattering problems.

Boubendir, Yassine (2013). Localized adaptive radiation condition for coupling boundary with finite element applied to radiation and scattering problems.

Boubendir, Yassine (2013). Localized adaptive radiation condition for coupling boundary with finite element applied to radiation and scattering problems.

Boubendir, Yassine, & Turc, Catalin (2013). Wavenumber estimates for regularized combined field boundary integral operators in acoustic scattering problems with Neumann boundary conditions.

Turc, Catalin, & Boubendir, Yassine (2013). Wavenumber estimates for regularized combined field boundary integral operators in acoustic scattering problems with Neumann boundary conditions.

Boubendir, Yassine (2013). Domain decomposition methods for solving Stokes-Darcy problems with boundary integrals.

Boubendir, Yassine (2012). A Quasi-optimal non-overlapping domain decomposition algorithm for the Helmholtz equation.

Boubendir, Yassine, & Rotstein, Horacio, & Mendez, vicenc Dynamics of one- and two-dimensional fronts in a bistable equation with time-delayed global feedback: Propagation failure and control mechanisms .

Boubendir, Yassine, & Ecevit, Fatih, & Reitich, Fernando, & Anand, Ackash (2010). Analysis of multiple scattering iterations for high-frequency scattering problems. II: The three-dimensional case.

Boubendir, Yassine, & Tlupova, Svetlana (2009). Stokes-Darcy boundary integral solutions using preconditioners.

*Lecture Notes in Computational Science and Engineering, Springer*,*104*,Turc, Catalin, & Boubendir, Yassine, & Dominguez, V. (2016). High-order Nyström discretizations for the solution of integral equation formulations of two-dimensional Helmholtz transmission problems.

*IMA J. Numer. Anal.*,*36*(1),Turc, Catalin, & Boubendir, Yassine, & Bruno, O., & Levadoux, D. (2015). Integral equations requiring small numbers of Krylov-subspace iterations for two-dimensional smooth penetrable scattering problems.

*Appl. Numer. Math.*,*95*,Turc, Catalin, & Boubendir, Yassine, & Dominguez, V. , & Levadoux, D. (2015). Regularized combined field integral equations for acoustic transmission problems.

*SIAM J. Appl. Math*,*75*(3 ),Turc, Catalin, & Boubendir, Yassine, & Dominguez, Victor High-order Nystr\"om discretizations for the solution of integral equation formulations of two-dimensional Helmholtz transmission problems.

*IMA Journal Numerical Analysis*, 28.Turc, Catalin, & Boubendir, Yassine, & France, David Levadoux Integral equations requiring small numbers of Krylov-subspace iterations for two-dimensional penetrable scattering problems.

*Applied Numerical Analysis*, 28.Turc, Catalin, & Boubendir, Yassine (2014). Well-conditioned boundary integral equation formulations for the solution of high-frequency electromagnetic scattering problems.

*Computers & Mathematics with Applications*,*67*(10), 1772--1805.Turc, Catalin, & Boubendir, Yassine (2014). Well-conditioned boundary integral equation formulations for the solution of high-frequency electromagnetic scattering problems.

*Computers & Mathematics with Applications*,*67*(10), 1772--1805.Boubendir, Yassine (2013). Localized adaptive radiation condition for coupling boundary with finite element applied to radiation and scattering problems.

*IMA numerical Analaysis*, 26.Boubendir, Yassine (2013). Localized adaptive radiation condition for coupling boundary with finite element applied to radiation and scattering problems.

*IMA numerical Analaysis*,*34*(3), 26.Boubendir, Yassine, & Turc, Catalin (2013). Wavenumber estimates for regularized combined field boundary integral operators in acoustic scattering problems with Neumann boundary conditions.

*IMA Journal Numerical Analysis*,*33*, 1176–1225 .Turc, Catalin, & Boubendir, Yassine (2013). Wavenumber estimates for regularized combined field boundary integral operators in acoustic scattering problems with Neumann boundary conditions.

*IMA Journal Numerical Analysis*,*33*, 1176–1225 .Boubendir, Yassine (2013). Domain decomposition methods for solving Stokes-Darcy problems with boundary integrals.

*SIAM Journal on Scientific Computing*,*35*(1), 26.Boubendir, Yassine (2012). A Quasi-optimal non-overlapping domain decomposition algorithm for the Helmholtz equation.

*Journal of Computational Physics*,*231*(2), 262-280.Boubendir, Yassine, & Rotstein, Horacio, & Mendez, vicenc Dynamics of one- and two-dimensional fronts in a bistable equation with time-delayed global feedback: Propagation failure and control mechanisms .

*Physical Review E*,*82*, 1-20.Boubendir, Yassine, & Ecevit, Fatih, & Reitich, Fernando, & Anand, Ackash (2010). Analysis of multiple scattering iterations for high-frequency scattering problems. II: The three-dimensional case.

*Numerische Mathematik*,*114*(3), 373-427.Boubendir, Yassine, & Tlupova, Svetlana (2009). Stokes-Darcy boundary integral solutions using preconditioners.

*Journal of Computational Physics*,*228*(23), 8627-8641.COLLAPSE

Conference Proceeding

A New non-overlapping quasi-optimal optimized Schwarz domain decomposition algorithm for the Helmholtz equation

Springer, September 2013

High-frequency scattering problems: An appropriate preconditioner for a Krylov subspace algorithm

June 2009

Springer, September 2013

High-frequency scattering problems: An appropriate preconditioner for a Krylov subspace algorithm

June 2009