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Considérons Puisque E / ? Ext(VSAF), en accord avec la Définition 5, il y a deux possibilités : 1. V est irréflexive : Considérons que V est réflexive, val(?)) ? Pref, or ceci n'est pas possiblé etant donné que Pref est irréflexive ,
Soit ?, ?, ? ? A, considérons que (?, ?)? V , (?, ?) ? V et (? ,
Cependant, puisque Pref est transitive, ` a partir de (1) et (2) il s'ensuit que V est transitive ,
Considérons, PAF V ) et en accord avec la Définition 5, E n'est pas une extension admissible pour PAF V , i.e il y a deux possibilités ,
En accord avec la Définition 21, il s'ensuit que (?, ?) ? defeats. E n'est donc pas sans-conflit pour VAF ,
Def V (Def V est construitàconstruit`construità partir de R et V en accord avec la Définition 19 et la Définition 29) Puisque (?, ?) ? Def V , on a (?, ?) ? R et (?, ?) / ? V , i.e par la Définition 29, (?, ?) ? R et (val(?), val(?)) / ? Pref, i.e en accord avec la Définition 21, (?, ?) ? defeats. Puisque E est une extension admissible pour VAF, il se verifie que ? ? ? E tel que (?, ?) ? defeats, i.e (?, ?) ? R et, Pref, i.e (?, ?) ? R et (?, ?) / ? V , i.e (?, ?) ? Def V . Ceci contredit le fait que E ne défende pas tous sesélémentsseséléments dans PAF V ,
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