vol-06-all. 4302KB Jun 04 2011 12:03:47 AM
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This deformation ring ought to be isomorphic to a certain ring generated by Hecke operators, whose tangent space can be related to the modular degree, at least if we assume that it is
The first group is about spectral properties of a matrix under such perturbations; the second is about almost-near relations with respect to the rank distance..
Two other cases are discussed: when A is normal it is shown that the sequence of approximating matrices A ( ε ) can be written as a quadratic polynomial in trigonometric functions,
Consistency for bi(skew)symmetric solutions to systems of generalized Sylvester equations over a finite central algebra.. Linear
The main result of this paper has as a corollary that for a p -divisible group with constant Newton polygon over a normal base up to isogeny a slope filtration does exist ,
The invariance of F under infinitesimal deformations implies that the verti- cal arrows of the diagram are isomorphisms (1.25). Suppose now that the morphism f induces a stable
Theorem 2.11. Let A and B be two random matrix ensembles which are asymptotically free. In contrast to the first order case, we have now to run over two disjoint cycles in the
Two important facts about quadratic forms over local fields are these: any non-degenerate quadratic space of dimension five or more is isotropic, and there is, up to isometry, a
