Joint spectral projections of a commuting tuple of pseudodifferential operators have an explicit oscillatory integral asymptotic with O(lambda^{n-1}) remainder, generalizing Hörmander's pointwise Weyl law.
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Pointwise Weyl Laws for Quantum Completely Integrable Systems
Joint spectral projections of a commuting tuple of pseudodifferential operators have an explicit oscillatory integral asymptotic with O(lambda^{n-1}) remainder, generalizing Hörmander's pointwise Weyl law.