Prof. Salah Mecheri

College of Science

Taibah University, Saudi Arabia

Professor

Email: mecherisalah@hotmail.com

Qualifications

2007 Ph.D., Mathematics, University Montpellier II, France

1999 M.Sc, Mathematics, University of Annaba Algeria

1996 B.Sc., Mathematics, Uiversity of Annaba Algeria

Publications (Selected)

1. S.Mecheri, Bishop's property (b) and Riesz idempotent for k-quasi-paranormal operators, Banach J. Math. Anal , 6(2012), 147-154.
2. S.Mecheri, On isolated point of spectrum of k-quasi-*-class A operators, Studia Math , 208 (2012), 87-95.
3. S. Mecheri, N. Braha, Spectral properties of of n-perinormal operators, Operators and Matrices , 4(2012),725-734.
4. S.Mecheri, Bishop's property, SVEP and Dunford property (C), Elect. Jour. Lin.Alg , 23 (2012), 523-529.
5. S.Mecheri, Riesz idempotent and weyl's theorem for Absolute (p,r)-paranormal operators,ActaMath.Scientia 2012,32B(6):2259–2264.
6. S.Mecheri, On quasi-*-paranormal operators, Annals Funct. Anal , 3(2012), 86-91 .
7. S.Mecheri, On operators satisfying an inequality, Jour. Ineq. Appl ., 2012, 2012:244 doi:10.1186/1029-242X-2012-244.
8. S.Mecheri and Naim Braha, Polaroid and P*-paranormal operators, Math. Ineq. Appl , 16(2013), 557-568.
9. S.Mecheri, . Bishop's property, hypercyclicity and hyperinvariant subspace, Operator and Matrices, 2013. Forthcoming.
10. S.Mecheri, On k-quasi-M-hyponormal operators, Math. Ineq. Appl., 16(2013) 895–902.
11. S.Mecheri, On a new class of operators and Weyl Type theorems, Filomat 27:4 (2013), 629–636.
12. S.Mecheri, The numerical Range of Linear Operators, Filomat, 22: 2(2008), 1-8.
13. S.Mecheri, Generalized D-symmetric operator: Comments and Some open Problems, Banach J. Math. Anal, 2(2008),78-83.