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Mike_Bool
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Elliptic regularity on manifolds with boundary
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Generator of contraction semigroup
Thanks! (I assume in the real case one can complexify and conclude likewise, right?)
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Smooth map from manifold to good orbifold
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Quasi-isometry on subsets of manifold
Thanks Denis. What about the contrary? Can one conclude from $d_g\sim d_h$ on $A$ that $g\sim h$ on $A$, if $A$ is nice enough?
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Quasi-isometry on subsets of manifold
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Quasi-isometry on subsets of manifold
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Quasi-isometry on subsets of manifold
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