By Yaiza Canzani and others

Let *(M,g)* be a Zoll manifold, i.e., a smooth, compact, Riemannian manifold without boundary all of whose geodesics are closed with a minimal common period *T*. The positive definite Laplace-Beltrami operator has eigenvalues *\{\lambda_j^2\}_j* which cluster around *\nu^2_\ell* for some sequence *\nu_\ell\to \infty*. This article is concerned with the number... Show more

July 10, 2024

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Asymptotics for the spectral function on Zoll manifolds

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