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Parametric deformation arguments in spectral geometry

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GSTW05 - Emerging Horizons in Geometric Spectral Theory: an ECRs workshop

In this talk, we will explore three seemingly disparate questions: Do there exist sets on which a nonzero, but finite number of linearly independent harmonic functions can vanish? Are the nodal patterns that arise in Chladni’s famous clamped plated experiment “dense” at the scale of their characteristic wave-length? Is the spectrum of the curl operator on a smoothly bounded domain generically simple? One may shed light on all three of these questions by considering parametric deformations of certain underlying spectral problems. Part of this talk is joint work with Alberto Enciso and Willi Kepplinger (ICMAT, Madrid).

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

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