article06_5. 204KB Jun 04 2011 12:06:52 AM
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The speed of the Agrawal-Kayal-Saxena method depends on proven lower bounds for the size of the multiplicative semigroup generated by several polynomials modulo another polynomial
Finally using class field theory and [2], we determine the ramification groups of G p ( K ) (we distinguish the case when K is unramified from the case when K is totally ramified,
Kummer theory of quadratic extensions over cyclic cubic fields, keeping only those extensions whose discriminant is less than the required bound (see [14] for details)..
Department of Mathematics Kansas State University Manhattan, KS 66506, USA. E-mail
For an odd prime number p and an abelian extension of totally real number fields K/k, we use the Equivariant Main Conjecture proved by Ritter and Weiss (modulo the vanishing of the
(There is actually some sense in this, since for families of curves defined over prime fields the space complexity of the deformation algorithm is quadratic in log( q ), rather
A publication of the International Linear
It was provedfor triangle free graphs in [11], for graphs which contain no odd cycle on 5 or more vertices in [10], for all graphs on 5 vertices which are not the complete graph
