SeminarsTravelling wave solutions for Fermi Pasta Ulam lattices, I, II
285
reads
I shall discuss a Harnack type estimate for geometric heat equations that were initiated by Li and Yau. This type of estimates plays a crucial role in the proof of Poincare conjecture through the Hamilton-Perelman theory of Ricci flow. I aim to give a general talk that is accessible to a good undergraduate student. But I shall write down equations and derive estimates.
reads
Hartmut Schwetlick
2007-05-25
10:30:00 - 11:20:00
308 , Mathematics Research Center Building (ori. New Math. Bldg.)
I shall discuss a Harnack type estimate for geometric heat equations that were initiated by Li and Yau. This type of estimates plays a crucial role in the proof of Poincare conjecture through the Hamilton-Perelman theory of Ricci flow. I aim to give a general talk that is accessible to a good undergraduate student. But I shall write down equations and derive estimates.