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Circumcenter extension of Moebius maps to CAT(-1) spaces. (arXiv:1709.09110v2 [math.DG] UPDATED)

来源于:arXiv
Given a Moebius homeomorphism $f : \partial X \to \partial Y$ between boundaries of proper, geodesically complete CAT(-1) spaces $X,Y$, we describe an extension $\hat{f} : X \to Y$ of $f$, called the

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