Feldman, Mikhail - Department of Mathematics, University of Wisconsin at Madison

Advanced Search

Feldman, Mikhail - Department of Mathematics, University of Wisconsin at Madison

NONLINEAR FUNCTIONALS OF MULTID DISCRETE VELOCITY BOLTZMANN EQUATIONS
PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
Rotationally symmetric shrinking and expanding gradient Kahler-Ricci solitons
STEADY TRANSONIC SHOCKS AND FREE BOUNDARY PROBLEMS IN INFINITE CYLINDERS FOR THE EULER EQUATIONS
LAGRANGIAN SOLUTIONS OF SEMIGEOSTROPHIC EQUATIONS IN PHYSICAL SPACE
A GEOMETRIC LEVEL-SET FORMULATION OF A PLASMA-SHEATH MIKHAIL FELDMAN, SEUNG-YEAL HA, AND MARSHALL SLEMROD
Regularity of Lipschitz free boundaries in two-phase problems for fully nonlinear elliptic equations y
Uniqueness and transport density in Monge's mass transportation problem y
Existence and Stability of Multidimensional Transonic Shocks for the Euler Equations for Steady Potential
TRANSONIC SHOCKS IN MULTIDIMENSIONAL DIVERGENT NOZZLES MYOUNGJEAN BAE AND MIKHAIL FELDMAN
A GEOMETRIC LEVEL-SET FORMULATION OF A PLASMA-SHEATH MIKHAIL FELDMAN, SEUNG-YEAL HA, AND MARSHALL SLEMROD
REGULARITY OF SOLUTIONS TO REGULAR SHOCK REFLECTION FOR POTENTIAL FLOW
Nonlocal geometric expansion of convex planar curves Ben Andrews
Annals of Mathematics, 0 (2006), 1108 Global Solutions of Shock Reflection by
TRANSONIC SHOCKS AND FREE BOUNDARY PROBLEMS FOR THE FULL EULER EQUATIONS IN INFINITE NOZZLES
Growth of a sandpile around an obstacle Mikhail Feldman
FREE BOUNDARY PROBLEMS AND TRANSONIC SHOCKS FOR THE EULER EQUATIONS IN UNBOUNDED DOMAINS
JOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY
Monge's transport problem on a Riemannian manifold y
Constructing Convex Solutions via Perron's Method
JOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY
EXISTENCE AND STABILITY OF MULTIDIMENSIONAL TRANSONIC FLOWS THROUGH AN INFINITE NOZZLE OF ARBITRARY