and the polynomial method

We have presented a new method, with theoretical and practical aspects, for the computation of the splitting field of a polynomial f where the knowledge of the action of the

Regarding exact evaluation, we prove that the interlace polynomial is # P -hard to evaluate at every point of the plane, except at one line, where it is trivially polynomial

From Dixmier’s table (cf.. To prove this, we just have to distinguish for a partition of n the parts smaller than h and those larger than h + 1... By the above remark, j must be

De la détection de l'ADNccc par de nouvelles technologies à la preuve de concept de sa dégradation à visée thérapeutique dans des modèles d'infection par le virus de l'hépatite

It is natural to examine whether we can use our relaxed extended reduction algorithm in order to speed up Gröbner basis computations.. We will restrict ourself to

[7] , New fewnomial upper bounds from Gale dual polynomial systems, Moscow Mathematical Journal 7 (2007), no. Khovanskii, A class of systems of transcendental

By iteration, this gives a description of these polynomials in terms of plane partitions, as well as some generating

In the present paper we prove that, as the degree goes to infinity, the asymp- totic variance of the normalized number of real roots of a Kostlan-Shub-Smale square random system with