article07_7. 230KB Jun 04 2011 12:06:53 AM
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In the two years he was at Cambridge we wrote four papers on elliptic curves, culminating in the proof of a part of the conjecture for elliptic curves with complex multiplication
This is done by studying the corresponding twisted Galois actions on the function field of the curve, for which a description in terms of modular units is given... Note that
As in the case of CM-points on classical modular curves, CM- fake elliptic curves play a key role in the construction of class fields by means of special values of automorphic
The three main ingredients are a Galois cohomology technique of Ra- makrishna, a level raising result due to Ribet, Diamond, Taylor, and a mod p n version of Mazur’s principle for
This paper concentrates on developing a method of getting sharper bounds for the spectral radius of a nonnegative irreducible matrix, utilizing the concept of Perron complement..
Zero-nonzero patterns, Nilpotent, Ideal saturation, Gr¨ obner basis, Finite fields.. AMS
Such concentration of measure results are applied to a number of new examples: the number of relatively ordered subsequences of a random permutation, sliding window statistics
We obtain via B¨acklund transformation the Hamiltonian representation for a Lax type nonlinear dynamical system hierarchy on a dual space to the Lie algebra
