I. Catto

发表

Existence of minimizers for the Dirac-Fock Model of Crystals

Eric Paturel, Eric S'er'e, I. Catto, 2022, 2212.01142.

On some periodic Hartree-type models for crystals

Pierre-Louis Lions, Isabelle Catto, P. Lions, 2002 .

Existence of steady states for the Maxwell-Schr\"odinger-Poisson system: exploring the applicability of the concentration-compactness principle

Juan Soler, Jean Dolbeault, Isabelle Catto, 2013, 1306.3699.

Binding of atoms and stability of molecules in Hartree and Thomas-Fermi type theories. Part 2 : Stability is equivalent to the binding of neutral subsystems

Pierre-Louis Lions, Isabelle Catto, P. Lions, 1993 .

A ecessary and Sufficient Condition for The Stability of General molecular Systems

Pierre-Louis Lions, Isabelle Catto, P. Lions, 1992 .

The Mathematical Theory of Thermodynamic Limits: Thomas--Fermi Type Models

Pierre-Louis Lions, Claude Le Bris, Isabelle Catto, 1998 .

Enhanced binding revisited for a spinless particle in nonrelativistic QED

P. Exner, C. Hainzl, I. Catto, 2004, math-ph/0403012.

Self-energy of one electron in non-relativistic QED

C. Hainzl, I. Catto, 2002, math-ph/0207036.

On the thermodynamic limit for Hartree–Fock type models

Pierre-Louis Lions, Isabelle Catto, P. Lions, 2001 .

Recent mathematical results on the quantum modeling of crystals

P. Lions, C. Bris, I. Catto, 2000 .

Binding of atoms and stability of molecules in Hartree and Thomas-Fermi type theories. Part 4: Binding of neutral systems for the Hartree model

Pierre-Louis Lions, Isabelle Catto, P. Lions, 1993 .

Setting and Analysis of the Multi-configuration Time-dependent Hartree–Fock Equations

C. Bardos, C. Bardos, N. Mauser, 2009, 0903.3647.

Mathematical Analysis of a Nonlinear Parabolic Equation Arising in the Modelling of Non-Newtonian Flows

É. Cancès, I. Catto, Y. Gati, 2003, SIAM J. Math. Anal..

Attractors for a non-linear parabolic equation modelling suspension flows

J. Amigó, Á. Giménez, J. Valero, 2008 .

Well-Posedness of a Multiscale Model for Concentrated Suspensions

C. Bris, É. Cancès, I. Catto, 2005, Multiscale Model. Simul..

Binding of atoms and stability of molecules in Hartree and Thomas-Fermi type theories. Part 3 : Binding of neutral subsystems

Pierre-Louis Lions, Isabelle Catto, P. Lions, 1993 .

Mini-Workshop: Multiscale and Variational Methods in Material Science and Quantum Theory of Solids

J. Zimmer, I. Chenchiah, I. Veselić, 2007 .