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Informatique d'entreprise pour les TPE PME (Compta Gestion Paye) - Partenaire Sage Pe
CONFERENCES – Isabelle CHALENDAR
http://www.isabelle-chalendar.fr/conferences
Isabelle CHALENDAR – -Laboratoire LAMA, Université Paris Est Marne la Vallée. 2016 Isabelle Chalendar Developed By Eric Samaranch.
2005-2009 – Isabelle CHALENDAR
http://www.isabelle-chalendar.fr/2005-2009
Isabelle CHALENDAR – -Laboratoire LAMA, Université Paris Est Marne la Vallée. Convergence properties of minimal vectors for normal operators and weighted shifts (with J. Partington), Proc. Amer. Math. Soc. L1 factorizations, moment problems and invariant subspaces (with R. Smith and J. Partington), Studia Math. Variations on Lomonosov’s theorem via the technic of minimal vectors (with J. Partington), Acta Sci. Math. (Szeged). 35 (1) (2007) 384-396. Invariant subspaces for product of Bishop operators (wit...
Poster – Isabelle CHALENDAR
http://www.isabelle-chalendar.fr/poster
Isabelle CHALENDAR – -Laboratoire LAMA, Université Paris Est Marne la Vallée. 2016 Isabelle Chalendar Developed By Eric Samaranch.
LICENSE – Isabelle CHALENDAR
http://www.isabelle-chalendar.fr/license-2
Isabelle CHALENDAR – -Laboratoire LAMA, Université Paris Est Marne la Vallée. Enseignement en Licence 1 (analyse, premier semestre). Fiche 1 : Manipulation des nombres réels. Fiche 2 : Bornes supérieure, borne inférieures et intervalles. Fiche 3 : Suites réelles. Fiche 4 : Fonctions, fonctions continues. Fiche 5 : Fonctions dérivables. Fiche 6 : Equations différentielles linéaires d’ordre 1 et 2. Enseignement en Licence 3 : Analyse réelle. Chapitre 1 : Théorème de Stone-Weierstrass.
MASTER – Isabelle CHALENDAR
http://www.isabelle-chalendar.fr/master
Isabelle CHALENDAR – -Laboratoire LAMA, Université Paris Est Marne la Vallée. Enseignement en Master 2. Fonctions harmoniques, classe de Nevanlinna, espaces de Hardy et une introduction aux opérateurs de Toeplitz et de Hankel. Chap 1 : Fonctions harmoniques. Chap 2 : Théorie avancée des fonctions harmoniques. Chap 3 : La classe de Nevanlinna N. Chap 4 : Les espaces de Hardy du disque unité. Chap 5 : Sous-espaces invariants du shift. Chap 6 : Opérateurs de Toeplitz et de Hankel.
2010-2014 – Isabelle CHALENDAR
http://www.isabelle-chalendar.fr/2010-2014
Isabelle CHALENDAR – -Laboratoire LAMA, Université Paris Est Marne la Vallée. Nearly invariant subspaces for backward shifts on vector-valued Hardy spaces (with N. Chevrot and J. Partington), J. Operator Theory. Boundary interpolation and approximation by infinite Blaschke products (with P. Gorkin and J. Partington), Math. Scand. Bounded symbols and reproducing kernel thesis for truncated Toeplitz operators (with A. Baranov, E. Fricain, J. Mashreghi and D. Timotin) J. Funct. Anal. 1 (2012) 1-10. pdf.
2015-2019 – Isabelle CHALENDAR
http://www.isabelle-chalendar.fr/2015-2019
Isabelle CHALENDAR – -Laboratoire LAMA, Université Paris Est Marne la Vallée. A class of quasicontractive semigroups acting on Hardy and Dirichlet space (with C. Avicou and J. Partington), J. Evolution Equation. Weighted composition operators on the Dirichlet space: boundedness and spectral properties (with E. Gallardo and J. Partington), Math. Annalen. Lower estimates near the origin for functional calculus on operator semigroups (with J. Esterle and J. Partington), J. Funct. Anal. 368, (2016) 4115-4135.
Proceedings – Isabelle CHALENDAR
http://www.isabelle-chalendar.fr/proceedings
Isabelle CHALENDAR – -Laboratoire LAMA, Université Paris Est Marne la Vallée. Localized L1 factorization for absolutely continuous contractions, Proceedings of. Banach Algebra ’97. Blauberen) 79-86, de Gruyter, Berlin, 1998. Approximation problems in some holomorphic spaces, with applications (with J. Leblond and J. Partington), Systems, Approximation, Singular Integrals and related topics, Proceedings of IWOTA 2000. Operator Theory: Advances and Applications ,. Vol 129, Birkäuser (2001) 143-168. Recent ...
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