La chair et ses frontières

La Résolvante de Lagrange et ses Applications

In this paper, the changes of representations of a group are used in order to describe its action as algebraic Galois group of an univariate polynomial on the roots of factors of any Lagrange resolvent. By this way, the Galois group of resolvent factors are pre-determinated. In follows, different applications are exposed; in particular, some classical results of algebraic Galois theory.

L'Âme et ses passions

Commentarius), which is frequently mentioned in his other writings. The latter work, too, is preserved only in fragments. A long passage from the third book was initially published by Daremberg in 1848 and was subsequently edited in the CMG in 1934 by Schroder and Kahle. In this book Larrain demonstrates that the reading of MS. scor. graec. 4-HI-l 1 (Revilla 230) pp. 123w -126w, whose subjectma...

L’anneau Z Et Ses Quotients

Un anneau est un ensemble A muni de deux lois de composition internes + et × telles que (A,+) est un groupe commutatif d’élément neutre noté 0 et la loi × est associative et distributive à gauche et à droite par rapport à +. Si × admet un élément neutre 1 on dit que l’anneau est unitaire. Si × est commutative on dit que l’anneau est commutatif. L’anneau des matrices d× d pour d ≥ 2 est unitaire...

Évaluation des annotations : ses principes et ses pièges

A lot of data is produced by NLP (automatic systems) and for NLP (reference corpus, for computational linguistics or for machine learning) and should be publicly released only if their consistency is proven. While the growing effort that has been made in this direction over the past two decades is encouraging, for example through the increasing use of inter-annotating agreement measures such as...

Stabilisation des antigenes claveleux et preparation d'un vaccin mixte contre la clavelee et la fievre charbonneuse