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Analysis & PDE Seminar

“Concentration of Eigenfunctions: Sup-norms and Averages”

In this talk we relate concentration of Laplace eigenfunctions in position and momentum to sup-norms and submanifold averages. In particular, we present a unified picture for sup-norms and submanifold averages which characterizes the concentration of those eigenfunctions with maximal growth. We then exploit this characterization to derive geometric conditions under which maximal growth cannot occur.

Details

Analysis & PDE Seminar
Jeff Galkowski (Stanford)
April 30, 2018
4:00 PM - 5:00 PM
More information available at:
http://mathematics.stanford.edu/analysis-pde-seminar/

Location

Math 384-I
Stanford University Department of Mathematics
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