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Rodrigo, Jose Luis - Mathematics Institute, University of Warwick
On the evolution of sharp Fronts for the Quasi-Geostrophic equation
The vortex patch problem for the surface quasi-geostrophic equation
Almost sharp fronts for the surface quasi-geostrophic equation
Blow up of solutions for a 1D transport equation with nonlocal velocity and
MA250 -Intro to PDE EXAMPLE SHEET 2
EXPLODING SOLUTIONS FOR A NONLOCAL QUADRATIC EVOLUTION PROBLEM
!"#$%$#&!'()#$&*$+,-./0.'1+ *$/2-03$10&'4&!205$320.,+
MA250 -Intro to PDE EXAMPLE SHEET 1
Third Year Module Descriptions Department of Mathematics
Refined blowup criteria and nonsymmetric blowup of an aggregation equation
BLOW UP FOR THE GENERALIZED SURFACE QUASI-GEOSTROPHIC EQUATION WITH SUPERCRITICAL
LA GACETA DE LA RSME, Vol. 7.1 (2004), Pags. 125137 125 Entrevista a John F. Nash
MA250 -Intro to PDE EXAMPLE SHEET 3
MA250 -Intro to PDE EXAMPLE SHEET 4
FINITE-TIME SINGULARITIES OF AN AGGREGATION EQUATION IN Rn
Wellposedness and regularity of solutions of an aggregation equation
Evidence of singularities for a family of contour dynamics equations
