Iftimie, Dragoº - Institut Camille Jordan, Université Claude Bernard Lyon-I

• REMARQUES SUR LA LIMITE ff ! 0 POUR LES FLUIDES DE DRAGOS IFTIMIE
• INCOMPRESSIBLE FLOW AROUND A SMALL OBSTACLE AND THE VANISHING VISCOSITY LIMIT
• TWODIMENSIONAL INCOMPRESSIBLE VISCOUS FLOW AROUND A SMALL OBSTACLE
• EVOLUTION DE TOURBILLON `A SUPPORT COMPACT DRAGOS IFTIMIE
• Licence de Mathmatiques Math IV Analyse
• SOME RESULTS ON THE NAVIER-STOKES EQUATIONS IN THIN DRAGOS IFTIMIE AND GENEVI`EVE RAUGEL
• REMARQUES SUR LA LIMITE 0 POUR LES FLUIDES DE DRAGOS IFTIMIE
• NAVIERSTOKES EQUATIONS IN THIN 3D DOMAINS WITH NAVIER BOUNDARY CONDITIONS
• A nonNewtonian fluid with Navier boundary Adriana Valentina BUSUIOC Dragos IFTIMIE
• ON STEADY THIRD GRADE FLUIDS EQUATIONS ADRIANA VALENTINA BUSUIOC, DRAGOS IFTIMIE AND MARIUS PAICU
• SOME RESULTS ON THE NAVIERSTOKES EQUATIONS IN THIN DRAGOS IFTIMIE AND GENEVI `
• ON STEADY THIRD GRADE FLUIDS EQUATIONS ADRIANA VALENTINA BUSUIOC, DRAGOS IFTIMIE AND MARIUS PAICU
• A UNIQUENESS RESULT FORT HE
• Inviscid limits for the Navier-Stokes equations with Navier friction boundary conditions
• Licence de Mathematiques Math IV Analyse
• On the large time behavior of two-dimensional vortex dynamics M.C. Lopes Filho 1
• APPROXIMATION OF THE QUASIGEOSTROPHIC SYSTEM WITH THE PRIMITIVE SYSTEMS
• Confinement of vorticity in two dimensional ideal incompressible exterior flow
• ON THE EVOLUTION OF COMPACTLY SUPPORTED PLANAR VORTICITY
• APPROXIMATION OF THE QUASIGEOSTROPHIC SYSTEM WITH THE PRIMITIVE SYSTEMS
• Licence de Mathmatiques Anne 2010-2011
• REMARKS ON THE VANISHING OBSTACLE LIMIT FOR A 3D VISCOUS INCOMPRESSIBLE FLUID
• Licence de Mathmatiques Anne 2010-2011
• Lp-SOLUTIONS OF THE STEADY-STATE NAVIERSTOKES WITH ROUGH EXTERNAL FORCES
• Licence de Mathmatiques Math IV Analyse
• A UNIQUENESS RESULT FOR THE NAVIERSTOKES EQUATIONS WITH VANISHING VERTICAL VISCOSITY
• On the large time behavior of two-dimensional vortex dynamics M.C. Lopes Filho1
• EQUATIONS DE NAVIER-STOKES SUR DES DOMAINES MINCES TRIDIMENSIONNELS ET ESPACES ANISOTROPES
• The 3D Navier-Stokes equations seen as a perturbation of the 2D Navier-Stokes equations
• Viscous boundary layers for the NavierStokes equations with the Navier slip conditions
• The resolution of the Navier-Stokes equations in anisotropic spaces
• Licence de Mathmatiques Math IV Analyse
• Licence de Mathmatiques Math IV Analyse
• Licence de Mathmatiques Anne 2010-2011
• Licence de Mathmatiques Math IV Analyse
• The 3D Navier-Stokes equations seen as a perturbation of the 2D Navier-Stokes equations
• ON THE EVOLUTION OF COMPACTLY SUPPORTED PLANAR VORTICITY
• TWO-DIMENSIONAL INCOMPRESSIBLE VISCOUS FLOW AROUND A SMALL OBSTACLE
• NAVIER-STOKES EQUATIONS IN THIN 3D DOMAINS WITH NAVIER BOUNDARY CONDITIONS
• Confinement of vorticity in two dimensional ideal incompressible exterior flow
• Viscous boundary layers for the Navier-Stokes equations with the Navier slip conditions
• INCOMPRESSIBLE EULER AS A LIMIT OF COMPLEX FLUID MODELS WITH NAVIER BOUNDARY CONDITIONS
• Licence de Mathmatiques Math IV Analyse
• Licence de Mathmatiques Math IV Analyse
• Licence de Mathmatiques Math IV Analyse
• Licence de Mathmatiques Anne 2010-2011
• Licence de Mathmatiques Anne 2010-2011
• Licence de Mathmatiques Anne 2010-2011
• Licence de Mathmatiques Anne 2010-2011
• Licence de Mathmatiques Anne 2010-2011
• The FENE dumbbell polymer model: existence and uniqueness of solutions for the momentum balance equation.
• Global existence and uniqueness of solutions for the equations of third grade fluids
• Licence de Mathmatiques Anne 2010-2011
• The resolution of the NavierStokes equations in anisotropic spaces
• Licence de Mathmatiques Math IV Analyse
• Inviscid limits for the NavierStokes equations with Navier friction boundary conditions
• LARGE TIME BEHAVIOR FOR VORTEX EVOLUTION IN THE HALF-PLANE
• Licence de Mathematiques Math IV Analyse
• A non-Newtonian fluid with Navier boundary Adriana Valentina BUSUIOC Dragos IFTIMIE
• EVOLUTION DE TOURBILLON A SUPPORT COMPACT
• Global existence and uniqueness of solutions for the equations of third grade uids
• LARGE TIME BEHAVIOR FOR VORTEX EVOLUTION IN THE HALF-PLANE
• Two dimensional incompressible ideal flow around a small M.C. Lopes Filho 1
• REMARKS ON THE VANISHING OBSTACLE LIMIT FOR A 3D VISCOUS INCOMPRESSIBLE FLUID
• EQUATIONS DE NAVIER-STOKES SUR DES DOMAINES MINCES TRIDIMENSIONNELS ET ESPACES ANISOTROPES
• Licence de Mathmatiques Anne 2010-2011
• Licence de Mathmatiques Math IV Analyse
• Universite Claude Bernard Lyon 1 Topologie elementaire Licence de Mathematiques Annee 2011-2012