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Jordan algebras, geometry of Hermitian symmetric spaces and non-commutative Hardy spaces Koufany K. Seminar on Mathematical Scieences, Keio University 33 (2005) 1-70 [hal-00091280 - version 1]

Adaptive Method for Shape Optimization Roche J. R. WCSM06, 6th World Congres on Structural and Multidisciplinary Optimization, Brazil (2005) [hal-00095306 - version 1]

Theoretical and Numerical Analysis of a Class of Nonlinear Elliptic Equations Alaa N. E., Roche J. R. Mediterranean Journal of Mathematics 2 (2005) 327-344 [hal-00095236 - version 1]

Adaptative Newton-like Method for Shape Optimization Roche J. R. Control and Cybernetics 34 (2005) 363-377 [hal-00095219 - version 1]

Analysis on flat symmetric spaces Ben Said S., Orsted B. Journal de Mathématiques Pures et Appliquées 84 (2005) 1393--1426 [hal-00095120 - version 1]

On Fock spaces and SL(2)-triples for Dunkl operators Ben Said S., Orsted B. In Séminaires et Congrès - (2005) [hal-00095163 - version 1]

On contractions of hypergeometric functions associated with root systems Ben Said S., Orsted B. In Séminaires et Congrès - (2005) [hal-00095153 - version 1]

The wave equations for Dunkl operators Ben Said S., Orsted B. Indagationes Mathematicae 16 (2005) 351--391 [hal-00095133 - version 1]

Bessel functions for root systems via the trigonometric setting Ben Said S., Orsted B. International Mathematics Research Notices 9 (2005) 551--585 [hal-00095073 - version 1]

Bessel-type functions of matrix variables Ben Said S. Hiroshima Mathematics Journal 35 (2005) 31-45 [hal-00095019 - version 1]

LS Galleries, the Path Model, and MV Cycles Gaussent S., Littelmann P. Duke Mathematical Journal Vol. 127, No. 1 (2005) 35-88 [hal-00094922 - version 1]

A priori bounds and complete blow-up of positive solutions of indefinite superlinear parabolic problems Simondon F., Quittner P. Journal of Mathematical Analysis and applications 304 (2005) 614-631 [hal-00094744 - version 1]

The Fourier Singular Complement Method for the Poisson problem. Part I: prismatic domains Ciarlet P., Jung B., Kaddouri S., Labrunie S., Zou J. Numerische Mathematik 101 (2005) 423-450 [hal-00094285 - version 1]

Existence of a stable polarized vacuum in the Bogoliubov-Dirac-Fock approximation Hainzl C., Lewin M., Séré E. Communications in Mathematical Physics 257 (2005) 515--562 [hal-00093533 - version 1]

Existence of global-in-time solutions to a generalized Dirac-Fock type evolution equation Lewin M., Hainzl C., Sparber C. Letters in Mathematical Physics 72 (2005) 99--113 [hal-00093532 - version 1]