Proves hot spots conjecture holds for lip domains and n-symmetric domains in Gaussian spaces via Hodge Laplacian variational methods.
Lederman and Stefan Steinerberger,Extreme values of the Fiedler vector on trees, Linear Algebra Appl.703(2024), 528–555
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The hot spots conjecture on Gaussian spaces
Proves hot spots conjecture holds for lip domains and n-symmetric domains in Gaussian spaces via Hodge Laplacian variational methods.