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February 2020

Olivia Dumitrescu, Central Michigan University – Job Talk

February 25 @ 4:00 pm - 5:00 pm

Title: From quantization to holomorphic Lagrangian geometry Abstract: ​Sir George Biddel Airy discovered the rainbow integral and explained the classical analysis of rainbows. 150 years later, Kontsevich found that the same formula determined the ​ multiplication table of cohomology classes on the compactified moduli spaces of Riemann surfaces. These stories are a simple example of a mathematical theory of "quantum curves."​ I will present a general framework of quantum curves and I will relate it to a conjecture of Davide…

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Yannick Sire – Analysis & PDE Seminar

February 26 @ 4:00 pm - 5:00 pm

Title: Spectral analysis of Schrodinger operators and applications Abstract: I will report on recent results about quasimode, eigenfunction and spectral projection bounds for Schrodinger operators, $H_V=-\Delta_g+V(x)$, on compact Riemannian manifolds $(M,g)$ of dimension $n\ge2$ with critically singular potentials V. Using the spectral projection bounds  we can prove a number of natural $L^p\to L^p$ spectral multiplier theorems under the assumption that $V\in L^{\frac{n}2}(M)\cap {\mathcal K}(M)$. We will draw also several applications to some PDEs. I will also mention some results when…

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April 2020

Lisa Fauci, Department of Mathematics, Tulane University – Applied Mathematics Colloquium

April 3 @ 4:00 pm - 5:00 pm
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Mohammad Farazmand, Department of Mathematics, NC State – Applied Mathematics Colloquium

April 10 @ 4:00 pm - 5:00 pm

Title: TBA Abstract: TBA

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Dan Harris, School of Engineering, Brown University – Applied Mathematics Colloquium

April 17 @ 4:00 pm - 5:00 pm

Title: TBA Abstract: TBA

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Ergodic Theory Seminar

April 23 @ 4:00 pm - 5:00 pm

Title: Abstract:

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