A sufficient and sharp criterion for the classical Weyl asymptotic on general complete Riemannian manifolds is the limit of a new invariant c_δ(λ) being zero.
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The classical Weyl law for Schr\"odinger operators on complete Riemannian manifolds
A sufficient and sharp criterion for the classical Weyl asymptotic on general complete Riemannian manifolds is the limit of a new invariant c_δ(λ) being zero.