Can one hear the (topological) shape of a drum? – mathoverflow.net

Can one hear the (topological) shape of a drum? – mathoverflow.net

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Let $(M,g)$ be a (say closed) Riemannian manifold. One can try to understand the geometry/topology of $(M,g)$ by studying the eigenvalues of the Laplacian (this I guess has two versions: when ...

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