Past Events

Point singularities of very weak solutions of 3D stationary Navier-Stokes equations - Tai-Peng Tsai I will talk about a joint work with Hideyuki Miura, which characterizes the singularities of very weak solutions bounded by $C_*|x|^{-1}$ for $C_*$...

Complete information on this event can be found at: http://www.fields.utoronto.ca/programs/scientific/08-09/ See also report-icdd-fields&PIMS.pdf

Curvature functionals arise naturally in geometry, physics and biology. In this talk I will introduce the Willmore functional and supercritical modifications thereof. Then I will study the existence and regularity properties of the critical points of...

A class of radial measures mu on Rn is defined so that integrable harmonic functions f on Rn may be characterized as solutions of convolution equations f*mu = mu. In particular we show that f*exp(-x)= f is harmonic if and only if n9.

See http://people.ok.ubc.ca/ylucet/wcom/wcom.php

For more information, please visit the external site at: http://www.math.harvard.edu/conferences/yau_2008/