A method for numerically solving the " second " boundary problem associated with the Monge-Ampère equation

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Speaker(s)

Jean-David Benamou

INRIA-Rocquencourt

Events

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A method for numerically solving the " second " boundary problem associated with the Monge-Ampère equation

Documents and media

Speaker(s)

Jean-David Benamou

Events

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Parabolic equations and systems : some new questions (17)

Parabolic equations and systems : some new questions (18)

An interaction energy for an infinite number of points in the plane: properties and ap…

On Wigner and Bohmian Measures

Finite Time Blow-up and Condensation in the Nordheim Equation for Boso…

Existence and Blow-up for Some Kinetic and Hyperbolic Models of Chemot…

On the Long-Time Asymptotics for Degenerate Kinetic Equations…

On the motion of solids immersed in an incompressible fluid

Kinetic Equation Method for Compressible Navier-Stokes Problems…

A method for numerically solving the " second " boundary problem associate…

Some results of numerical analysis (a priori and a posteriori) for the calculation of electronic str…

About the characteristics method

A Fluid-Structure Model Coupling Navier-Stokes and Lame Systems…

Trefftz-Discontinuous Galerkin Methods for Helmholtz and Maxwell's Equations

On the isotropic character of the eventual appearance of singularities for the homogeneous incompres…

All the Way with Gaston Floquet: A mathematical Model for Flicker-Indu…

Parsimonious regularization for inverse problems in imaging

The effect of a fast diffusion line on biological invasions

Some aspects of medium-field play

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