A new Dynkin-type condition on manifolds with boundary implies bi-Lipschitz equivalence to a time-changed Bakry-Émery weighted manifold, giving local doubling, Neumann spectral gap lower bounds, and a precompactness theorem.
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A Dynkin condition for manifolds with boundary
A new Dynkin-type condition on manifolds with boundary implies bi-Lipschitz equivalence to a time-changed Bakry-Émery weighted manifold, giving local doubling, Neumann spectral gap lower bounds, and a precompactness theorem.