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arXiv
Front arXiv
21810 articles – 15605 references
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Second-order sufficient conditions for strong solutions to optimal control problems
Bonnans J. F. et al
Rapport de recherche (2013) 24 [hal-00825260 - version 1]
The strong global dimension of piecewise hereditary algebras
Alvares E. R. et al
Research report [hal-00825031 - version 1]
The irrelevance of Bell inequalities in Physics : Comments on the DRHM paper
Rosinger E. E.
Rapport de recherche [hal-00824124 - version 1]
On the steady state correlation functions of open interacting systems
Cornean H. D. et al
Rapport de recherche [hal-00823950 - version 1]
Entropic fluctuations of quantum dynamical semigroups
Jaksic V. et al
Research report [hal-00823948 - version 1]
Exploring the tree of numerical semigroups
Fromentin J.
Rapport de recherche [hal-00823339 - version 1]
Fluid flows through fractured porous media along Beavers-Joseph interfaces
Gruais I. et al
Rapport de recherche [hal-00823227 - version 1]
Local nonsmooth Lyapunov pairs for first-order evolution differential inclusions
Adly S. et al
Research report [hal-00822994 - version 1]
An efficient way to perform the assembly of finite element matrices in Matlab and Octave
Cuvelier F. et al
Rapport de recherche (2013) 40 [hal-00821942 - version 1]
Reduced complexity in M/Ph/c/N queues
Brandwajn A. et al
Research report (2013) 15 [hal-00821769 - version 1]
A second-order Cartesian method for the simulation of electropermeabilization cell models
Leguèbe M. et al
Research report (2013) 35 [hal-00821758 - version 1]
Dependence of two simulated numbers generated by congruences
Blacher R.
Rapport de recherche [hal-00821391 - version 1]
An Ill-posed Parabolic Evolution System for Dispersive Deoxygenation-Reaeration in Waters
Azaïez M. et al
Rapport de recherche [hal-00820289 - version 2]
Explicit strategies for incompressible fluid-structure interaction problems: Nitsche type mortaring versus Robin-Robin coupling
Burman E. et al
Rapport de recherche (2013) [hal-00819948 - version 1]
A least-squares formulation for the approximation of null controls for the Stokes system
Munch A. et al
Rapport de recherche [hal-00819426 - version 3]