## Mouchira Salhab Zaiter

Assistant professor
Mathematics department - Section I - Hadath
Speciality: Mathematics
Specific Speciality: Théories des invariants et Algèbre de Lie
Interests: Swimming, Lectures, sport, voyage
Skills: teaching, researching, cooking.

Teaching 7 Taught Courses
(2014-2015) Math 100 - Basics in Mathematics

BS Mathematics

(2014-2015) Math 101 - Linear Algebra I (Matrix Algebra)

BS Mathematics

(2014-2015) Math 103 - Linear Algebra II (Vector Space)

BS Mathematics

(2014-2015) Math 104 - Sequences and Series

BS Mathematics

(2014-2015) Math 200 - Algebra and Arithmetic

BS Mathematics

(2014-2015) Math 203 - Linear Algebra III

BS Mathematics

(2014-2015) Math 203 - Linear Algebra III

BS Mathematics

Education
2008 - 2013: PHD

Université Paris 7
Mathématiques-Algèbre et géométrie

très honorable

2007 - 2008:

Université Paris 7
Mathématique fondamentale- Algèbre

2006 - 2007:

Université Paris 6
Algèbre et géométrie

2002 - 2006: Maitrises

Université Libanaise-Faculté de sciences I
Mathematics

2001 - 2002: Baccalauréat Libanaise

Ecole des frères-Beyrouth
Sciences générales

Conferences 6 participations
ResearchInterests
Publications 2 publications
Mouchira ZAITER On some subvarieties of the cartesian powers of a semisimple Lie algebra related to a parabolic subalgebra Journal of Lie theory 2014

We describe some desingularizations of some subvarieties of the cartesian powers of a semisimple Lie algebra of finite dimension.

Mouchira ZAITER On related varieties to the commuting variety of a semisimple Lie algebra Journal of Algebra 2013

Let g be a semisimple Lie algebra of finite dimension. The nullcone N of g is the set of (x,y) in g×g such that x and y are nilpotents and are in the same Borel subalgebra. The main result of this paper is that N is a closed and irreducible subvariety of g×g and its normalization morphism is bijective.

Languages
English

Professional working proficiency

French

Professional working proficiency