Minimum Implicational Basis for -Semidistributive Lattices

Proposition 5.4 Let M ∈ K[x] (n+p)×n be of full rank such that the matrix S, formed by the last p columns of a minimal basis N for its nullspace, is row-reduced with row degrees

A la maternité Lalla Meryem [6], le cancer vulvaire occupe le 3 ème rang chez la femme ménopausée après les cancers du col et du sein avec un taux de 14,7%, alors qu’avant

L’abord chirurgical cœlioscopique pendant la grossesse nécessite une anesthésie générale dont on connaît cependant les risques spécifiques chez la femme enceinte, et fait

Despite the restricted number of free parameters the proposed basis sets result in good total energies, and exponents follow simple piecewise linear relations as functions of

The notions of closure operator and Moore family both involve the concept of logical or entail implication, used for instance in knowledge systems or relational data-bases (these

translate for the first time the Frobenius problem into an algebraic setting, showing that the Frobenius number is the degree of the Hilbert-Poincar´e series written as a

IND and COND forms for continuants of Latin conjugations I, IV and III, in the variety of Nice (Toscano, 1998), showing variation in 1 PL and 2 PL COND and non-first-conjugation

In this paper, we use results on the average number of minimal transversals in random hypergraphs to show that the base of proper premises is, on average, of quasi-polynomial