October 18, 2016
1:30 pm
-
2:30 pm
Math Tower 154
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2016-10-18 13:30:00
2016-10-18 14:30:00
PDE Seminar - Peter Polacik
Title: Propagating terraces in the dynamics of parabolic equationsSpeaker: Peter Polacik (University of Minnesota)Abstract: We will present recent results on the approach of front-like solutions of one-dimensional parabolic equations to propagating terraces, or, stacked families of traveling fronts. We will then show some applications of the theorem in multidimensional problems, including results on the quasiconvegence and asymptotic one-dimensional symmetry of a class of solutions.Seminar URL: https://research.math.osu.edu/pde/
Math Tower 154
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2016-10-18 13:30:00
2016-10-18 14:30:00
PDE Seminar - Peter Polacik
Title: Propagating terraces in the dynamics of parabolic equationsSpeaker: Peter Polacik (University of Minnesota)Abstract: We will present recent results on the approach of front-like solutions of one-dimensional parabolic equations to propagating terraces, or, stacked families of traveling fronts. We will then show some applications of the theorem in multidimensional problems, including results on the quasiconvegence and asymptotic one-dimensional symmetry of a class of solutions.Seminar URL: https://research.math.osu.edu/pde/
Math Tower 154
America/New_York
public
Title: Propagating terraces in the dynamics of parabolic equations
Speaker: Peter Polacik (University of Minnesota)
Abstract: We will present recent results on the approach of front-like solutions of one-dimensional parabolic equations to propagating terraces, or, stacked families of traveling fronts. We will then show some applications of the theorem in multidimensional problems, including results on the quasiconvegence and asymptotic one-dimensional symmetry of a class of solutions.
Seminar URL: https://research.math.osu.edu/pde/
