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Quantum unique ergodicity for magnetic Laplacians on the torus

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GSTW01 - High energy spectral theory: geometry and dynamics

I will describe the asymptotic properties of the eigenfunctions of magnetic Laplacians on the flat torus of dimension 2. I will explain that, under a geometric control condition on the magnetic field, the eigenfunctions satisfy equidistribution properties as the eigenvalue tends to infinity. This is a joint work with Léo Morin (Copenhagen).

This talk is part of the Isaac Newton Institute Seminar Series series.

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In person in the Max Perutz Lecture Theatre (CB2 0QH) and via Zoom, link: https://mrc-lmb-cam-ac-uk.zoom.us/j/98581189338?pwd=U2NxTEo5eTZRUnVLVktWM2huN1R1QT09 Meeting Room 1, 17 Mill Lane MR4 (AL.08), CMS

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