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Hoang, Luan Thach - School of Mathematics, University of Minnesota
STRUCTURAL STABILITY OF GENERALIZED FORCHHEIMER EQUATIONS FOR COMPRESSIBLE FLUIDS IN POROUS MEDIA
NAVIER-STOKES EQUATIONS WITH NAVIER BOUNDARY CONDITIONS IN NEARLY FLAT DOMAINS
ON THE HELICITY IN 3D-PERIODIC NAVIER-STOKES EQUATIONS II: THE STATISTICAL CASE
ASYMPTOTIC INTEGRATION OF NAVIER-STOKES EQUATIONS WITH POTENTIAL FORCES.
THE NORMAL FORM OF THE NAVIER-STOKES EQUATIONS IN SUITABLE NORMED SPACES
INCOMPRESSIBLE FLUIDS IN THIN DOMAINS WITH NAVIER FRICTION BOUNDARY CONDITIONS (I)
ANALYSIS OF GENERALIZED FORCHHEIMER FLOWS OF COMPRESSIBLE FLUIDS IN POROUS MEDIA
DYNAMICS AND STABILITIES OF GENERALIZED FORCHHEIMER FLOWS WITH THE FLUX BOUNDARY CONDITION
A BASIC INEQUALITY FOR THE STOKES OPERATOR RELATED TO THE NAVIER BOUNDARY CONDITION
