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Mathematics Colloquium by Carlos Garcia-Azpeitia
Monday, Nov 10, 2014
2 p.m. - 3 p.m. Location: CB3 1.312

Dr.  Carlos Garcia-Azpeitia

CONACyT postdoctoral fellow

 Fields Institute

McMaster University

Construction of a periodic standing wave for n corotating vortex filaments arising from a central configuration

The model for n almost-parallel vortex filaments in a three dimensional fluid takes in consideration the interaction between different filaments and an approximation for the self-induction.  The main technic  to construct the standing wave is the Nash-Moser scheme that leads to a Lyapunov-Schmidt reduction in a Cantor set. The methods are a combination of the analysis of Hamiltonian dynamical systems and the linear theory related to Anderson Localization.

Refreshments will be served in the  alcove outside of FO 2.406  30 minutes prior to the talk

Sponsored by the Department of Mathematical Sciences

Contact Info:
John Zweck, 972-883-6699
Questions? Email me.

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