11 pagesInternational audienceWe compute the number of points over finite fields of some algebraic varieties related to cluster algebras of finite type. More precisely, these varieties are the fibers of the projection map from the cluster variety to the affine space of coefficients
We provide a complete classification of the singularities of cluster algebras of finite type with tr...
. This paper provides an algorithmic approach to some basic algebraic and combinatorial properties o...
This article considers some affine algebraic varieties attached to finite trees and closely related ...
11 pagesInternational audienceWe compute the number of points over finite fields of some algebraic v...
37 pages, 7 figuresInternational audienceThis article considers some affine algebraic varieties atta...
37 pages, 7 figuresInternational audienceThis article considers some affine algebraic varieties atta...
We describe a characteristic-free algorithm for “reducing” an algebraic variety defined by the vanis...
Abstract. We describe a characteristic-free algorithm for "reducing " an algebraic variety...
International audienceWe give a formula for the number of rational points of projective algebraic cu...
International audienceWe give a formula for the number of rational points of projective algebraic cu...
International audienceWe give a formula for the number of rational points of projective algebraic cu...
A most efficient way of investigating combinatorially defined point sets in spaces over finite field...
International audienceWe give a formula for the number of rational points of projective algebraic cu...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46591/1/222_2003_Article_302.pd
International audienceNous déterminons des majorations du nombre de points d’un ensemble algébrique ...
We provide a complete classification of the singularities of cluster algebras of finite type with tr...
. This paper provides an algorithmic approach to some basic algebraic and combinatorial properties o...
This article considers some affine algebraic varieties attached to finite trees and closely related ...
11 pagesInternational audienceWe compute the number of points over finite fields of some algebraic v...
37 pages, 7 figuresInternational audienceThis article considers some affine algebraic varieties atta...
37 pages, 7 figuresInternational audienceThis article considers some affine algebraic varieties atta...
We describe a characteristic-free algorithm for “reducing” an algebraic variety defined by the vanis...
Abstract. We describe a characteristic-free algorithm for "reducing " an algebraic variety...
International audienceWe give a formula for the number of rational points of projective algebraic cu...
International audienceWe give a formula for the number of rational points of projective algebraic cu...
International audienceWe give a formula for the number of rational points of projective algebraic cu...
A most efficient way of investigating combinatorially defined point sets in spaces over finite field...
International audienceWe give a formula for the number of rational points of projective algebraic cu...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46591/1/222_2003_Article_302.pd
International audienceNous déterminons des majorations du nombre de points d’un ensemble algébrique ...
We provide a complete classification of the singularities of cluster algebras of finite type with tr...
. This paper provides an algorithmic approach to some basic algebraic and combinatorial properties o...
This article considers some affine algebraic varieties attached to finite trees and closely related ...
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