Les invariants et les covariants, en qualité de critères pour les racines d' une équation

descriptionPublicationkeyboard_double_arrow_right Article 01 Dec 1867 French Publisher:Springer Science and Business Media LLCJournal:Annali di Matematica Pura ed Applicata, volume 1, pages 259-279 (eissn: 0373-3114,

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Authors: Schramm, H.;

doi: 10.1007/bf02419175 , 10.1007/bf02422967

Les invariants et les covariants, en qualité de critères pour les racines d' une équation

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Abstract

Pour completer la discussion des equations alg6bdques par moyen do Wes invariantifs (*), it nous rests encore a trouver une espice d'invariants, indiquant la conistence do r groupes a s racines 6gales . Posons d'abord, pour faciliter la deduction, r=3, s =4, et admettons qu'il y a un invariant dou6 de la propri6t6 d'avoir la valeur zero, lorsque l'6quation, a la forme do laquelle it appartient, contient 3 groupes a 4 racines 6gales ; cet. invariant aura h conserver une valeur sensible pour

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