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After carefully reviewing the commutative results of Ward and Ruback, the noncommutative K¨ ahler potential is expanded in powers of dimensionless moduli.. In two special cases we
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
The process is defined by a law of singularization which, to a given continued fraction algorithm (or a class of such algorithms), determines in an unambiguous way the convergents to
nous prouvons une conjecture de Gross pour l’´el´ement Stickel- berger de l’extension abelienne maximale sur le corps des fonc- tions rationnelles non ramifi´ee en dehors
Par descente, nous en d´eduisons la p -partie de la version cohomologique de la conjecture de Coates-Sinnott, ainsi qu’une forme faible de la p -partie de la conjecture de
We determine exactly when a certain randomly weighted self–normalized sum converges in distribution, partially verifying a 1965 conjecture of Leo Breiman, and then apply our results
For that, we take an inspiration from the case u = 0 where the sum of the left and right currents can be interpreted as the product in the Abelian cosymmetry group L K (the
Most of these had projective space as the target of the stable maps, and in this case the moduli space M g,n (P r , d ) depends on four nonnegative integer parameters: the genus g
