Spherical CR uniformization of Dehn surgeries of the Whitehead link complement

In case M is real-analytic, the assumptions in Theorem 1.1 are clearly equivalent to M being finitely nondegenerate and of finite type at some sequence of points converging to p.. If

If X happens to be locally compact then one easily deduces that Y is locally finite iff each compact subset of X meets only finitely many members of Y... This

We prove that there exists an equivalence of categories of coherent D-modules when you consider the arithmetic D-modules introduced by Berthelot on a projective smooth formal scheme X

This group is an analog of the reduced Whitehead group for central simple algebras endowed with an unitary involution and its triviality is equivalent to Kneser-Tits’s Conjecture

We obtain a branched spherical CR structure on the com- plement of the figure eight knot whose holonomy representation was given in [4].. We make explicit some fundamental

Lemma 4.15 If a CR triangulation with k = k X a number field is such that each vertex of the developed triangulation is the fixed point of a parabolic or elliptic element (that is,

In Section 3, we present our results on establishing a linear shear flow in the absence of particles, flow around one particle and the interaction of parti- cle pairs in

Moreover, in the complex case an open orbit of a Borel subgroup is unique and dense in Z while this is no longer true for real-reductive groups.. Theorem 26.5 in [GS84] states