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Keel, Markus - School of Mathematics, University of Minnesota
ALMOST CONSERVATION LAWS AND GLOBAL ROUGH SOLUTIONS
ENDPOINT STRICHARTZ ESTIMATES By MARKUS KEEL and TERENCE TAO
Journ ees Equations aux d eriv ees partielles
SHARP GLOBAL WELL-POSEDNESS FOR KDV AND MODIFIED KDV ON R AND T
ENDPOINT STRICHARTZ ESTIMATES MARKUS KEEL, TERENCE TAO
POLYNOMIAL UPPER BOUNDS FOR THE ORBITAL INSTABILITY OF THE 1D CUBIC NLS BELOW THE ENERGY
ON GLOBAL EXISTENCE FOR NONLINEAR WAVE EQUATIONS OUTSIDE OF CONVEX OBSTACLES
SYMPLECTIC NON-SQUEEZING OF THE KDV FLOW J. COLLIANDER, M. KEEL, G. STAFFILANI, H. TAKAOKA, AND T. TAO
Math 5615H: Honors Real Analysis MidtermI : October 20, 2004
Math 5615H: Honors Real Analysis MidtermII : December 7, 2004
Some Information for the Final Exam Honors Real Analysis
MATH 5615H, HW 1 SOLUTIONS The Way of Analysis
