Abstract
On modifie legerement la construction de Vahlen pour definir les groupes SV n (K,Q) pour un corps K de caracteristique ¬=2 et une forme quadratique non degeneree generale Q. Pour K=R et Q=q' on demontre l'equivalence de la definition avec celle de Vahlen. On etablit un isomorphisme des groupes ψ:SV n (K,Q)→spin n+3 (K,Q~)
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