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Bekkai Messirdi
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Bekkai Messirdi
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Bekkai Messirdi
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1
Strong Metrizability for Closed Operators and the Semi-Fredholm Operators between Two Hilbert Spaces
by
Mohammed Benharrat
,
Bekkai
Messirdi
Published 2015-08-01
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Article
2
Strong Metrizability for Closed Operators and the Semi-Fredholm Operators between Two Hilbert Spaces
by
Mohammed Benharrat
,
Bekkai
Messirdi
Published 2015-08-01
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Article
3
Quasi-Compact Perturbations of the Weyl Essential Spectrum and Application to Singular Transport Operators
by
Leila Mebarki
,
Mohammed Benharrat
,
Bekkai
Messirdi
Published 2015-11-01
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Article
4
A Spectral Analysis of Linear Operator Pencils on Banach Spaces with Application to Quotient of Bounded Operators
by
Bekkai
Messirdi
,
Abdellah Gherbi
,
Mohamed Amouch
Published 2015-03-01
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Article
5
A class of generalized integral operators
by
Samir Bekkara
,
Bekkai
Messirdi
,
Abderrahmane Senoussaoui
Published 2009-07-01
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Article
6
Quasi-Compact Perturbations of the Weyl Essential Spectrum and Application to Singular Transport Operators
by
Leila Mebarki
,
Mohammed Benharrat
,
Bekkai
Messirdi
Published 2015-11-01
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Article
7
A Spectral Analysis of Linear Operator Pencils on Banach Spaces with Application to Quotient of Bounded Operators
by
Bekkai
Messirdi
,
Abdellah Gherbi
,
Mohamed Amouch
Published 2015-03-01
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Article
8
Semiclassical Resonances via Meromorphy of the Resolvent and the S-Matrix
by
Soumia Belmouhoub
,
Bekkai
Messirdi
,
Abderrahmane Senoussaoui
Published 2020-03-01
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Article
9
Birkhoff Normal Forms for Born-Oppenheimer Operators
by
Nawel Latigui
,
Bekkai
Messirdi
,
Kaoutar Ghomari
Published 2020-03-01
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Article
10
Left and Right Generalized Drazin Invertibility of an Upper Triangular Operator Matrices with Application to Boundary Value Problems
by
Kouider Miloud Hocine
,
Bekkai
Messirdi
,
Mohammed Benharrat
Published 2019-01-01
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Article
11
Left and Right Generalized Drazin Invertibility of an Upper Triangular Operator Matrices with Application to Boundary Value Problems
by
Kouider Miloud Hocine
,
Bekkai
Messirdi
,
Mohammed Benharrat
Published 2019-01-01
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Article
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