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Struwe, Michael - Departement Mathematik, Eidgenössische Technische Hochschule Zürich (ETHZ)
EQUIVARIANT WAVE MAPS IN TWO SPACE DIMENSIONS MICHAEL STRUWE
ASYMPTOTIC PROFILE FOR A FOURTH ORDER PDE WITH CRITICAL EXPONENTIAL GROWTH IN DIMENSION FOUR
CONCENTRATION PHENOMENA FOR LIOUVILLE'S EQUATION IN DIMENSION FOUR
CURVATURE FLOWS ON SURFACES MICHAEL STRUWE
QUANTIZATION FOR A FOURTH ORDER EQUATION WITH CRITICAL EXPONENTIAL GROWTH
PARTIAL REGULARITY FOR HARMONIC MAPS, AND RELATED PROBLEMS
PARTIAL REGULARITY FOR BIHARMONIC MAPS, MICHAEL STRUWE
THE HEAT FLOW WITH A CRITICAL EXPONENTIAL NONLINEARITY
GLOBAL WELL-POSEDNESS OF THE CAUCHY PROBLEM FOR A SUPER-CRITICAL NONLINEAR WAVE EQUATION IN 2
GLOBAL EXISTENCE OF WAVE MAPS IN 1 + 2 DIMENSIONS WITH FINITE ENERGY DATA
A oneway function from thermodynamics and applications to cryptography
GLOBAL EXISTENCE OF THE EQUIVARIANT YANGMILLS HEAT FLOW IN FOUR SPACE DIMENSIONS
VARIATIONAL PRINCIPLES FOR MINIMAL SURFACES CORDULA IMBUSCH AND MICHAEL STRUWE
Q-CURVATURE FLOW ON S4 ANDREA MALCHIODI AND MICHAEL STRUWE
OLGA LADYZHENSKAYA A LIFELONG DEVOTION TO MATHEMATICS
Quantization for an elliptic equation of order 2m with critical exponential non-linearity
ON UNIQUENESS AND STABILITY FOR SUPERCRITICAL NONLINEAR WAVE AND SCHR
ON A SERRINTYPE REGULARITY CRITERION FOR THE NAVIERSTOKES EQUATIONS IN TERMS OF THE PRESSURE
SPATIALLY DISCRETE WAVE MAPS ON (1 + 2)DIMENSIONAL ULLER AND MICHAEL STRUWE
CONVERGENCE OF THE YAMABE FLOW FOR \LARGE" HARTMUT SCHWETLICK AND MICHAEL STRUWE
A FLOW APPROACH TO NIRENBERG'S PROBLEM MICHAEL STRUWE
Asymptotic limits of a Ginzburg-Landau type Min-Chun Hong, Jurgen Jost, and Michael Struwe
THE CRITICAL NONLINEAR WAVE EQUATION IN 2 SPACE MICHAEL STRUWE
