Fixed point properties in the space of marked groups

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C, SnssNr{aNN: Normal bundles for codimension 2locally flat imbedd- ings. E.: Affine structures in

Iteration of rational functions was studied extensively by Fatou [3] and Julia [5] and the analogous theory for tran- scendental entire functions more briefly by Fatou

— Pour combiner, comme le fait le Théorème 1.1, une hypothèse de courbure et une hypothèse de dimension, on peut utiliser la condition de courbure- dimension, qui s’est imposée

I t is natural to ask to what extent the cohomology classes are the periods of Eichler integrals belonging to E i and its subspaces.. I n other words, every

Thus the moduli spaces of bounded com- plete Reinhardt pseudoconvex domains with real analytic boundaries or any two bounded complete Reinhardt strictly pseudoconvex domains in A

We will use the idea of Bakry and Emery [1] to give a notion of a ”lower Ricci curvature bound” on graphs and to prove that Ricci curvature on Locally finite graphs is always

We prove that energy minimizing Yang–Mills connections on compact homogeneous 4-manifolds are either instantons or split into a sum of instantons on passage to the adjoint bundle..