28532 articles – 22057 references  [version française]
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fulltext accessible on an other server Micro-macro models for viscoelastic fluids: modelling, mathematics and numerics
Bris C. L., Lelièvre T.
(01/02/2011) [hal-00562325 - version 1]
fulltext access On (in)elastic non-dissipative Lorentz gases and the (in)stability of classical pulsed and kicked rotors
Aguer B., De Bievre S.
Journal of Physics A: Mathematical and Theoretical 43, 47 (2011) 47001 [hal-00781555 - version 1]
fulltext access Equilibration, equipartition and diffusion in dynamical Lorentz gases
De Bievre S., Parris P.
Journal of Statistical Physics 142 (2011) 356-385 [hal-00781547 - version 1]
A problem of moment realizability in quantum statistical physics
Mehats F., Pinaud O.
Kinetic and related models 4, 4 (2011) 1143-1158 [hal-00671989 - version 1]
Large time asymptotics for a modified coagulation model
Calvo J., Jabin P.-E.
Journal of Differential Equations 250, 6 (2011) 2807-2837 [hal-00601969 - version 1]
fulltext access The Microscopic Origin of the Macroscopic Dielectric Permittivity of Crystals: A Mathematical Viewpoint
Cancès E., Lewin M., Stoltz G.
Dans Numerical Analysis of Multiscale Computations. Proceedings of a Winter Workshop at the Banff International Research Station 2009, Springer (Ed.) (2011) 87--125 [hal-00527022 - version 1]
fulltext accessible on an other server Local defects are always neutral in the Thomas-Fermi-von Weiszäcker theory of crystals
Cancès E., Ehrlacher V.
Archive for Rational Mechanics and Analysis 202, 3 (2011) 933-973 [hal-00502903 - version 1]
fulltext access Inverse Scattering for Soft Fault Diagnosis in Electric Transmission Lines
Zhang Q., Sorine M., Admane M.
IEEE Transactions on Antennas and Propagation 59, 1 (2011) 141 - 148 [inria-00365991 - version 2]
fulltext access Locomotion and control of a self-propelled shape-changing body in a fluid
Chambrion T., Munnier A.
Journal of Nonlinear Science 21, 3 (2011) 325-385 [hal-00422429 - version 2]
fulltext accessible on an other server The Ising model: from elliptic curves to modular forms and Calabi-Yau equations
Bostan A., Boukraa S., Hassani S., van Hoeij M., Maillard J.-M., Weil J.-A., Zenine N.
(10/12/2010) [hal-00780424 - version 1]