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27 novembre 2011 7 27 /11 /novembre /2011 19:06

 

http:// grammaire-et-logique.tract-8.over-blog.com.

 

  Le site grammaire-et-logique. tract-8 de Jean-François  Monteil comprendra désormais deux parties: I- les knogs ou action dans wikipedia. II- les knol-C. La lettre C indique qu'il s'agit de continuer le système des knols que Google a mis en place en 2007 et qu'il supprimera le premier mai 2012.  

 

  Google mettant  fin dans cinq mois au système des knols, les knols de Jean-François  Monteil seront donc transférés dans la Partie II du  site  :  blog grammaire-et-logique. tract-8.

  http:// grammaire-et-logique.tract-8.over-blog.com.

 

Ils apparaîtront aussi, et toujours sous le nom de

Knol C , dans le site personnel que Jean-François Monteil a créé en Mars 2009.

  http://www.grammar-and-logic.com

 

 

Quelque chose aussi sur un site de Bordeaux 3:

  http://erssab.u-bordeaux3.fr

 

Accueil du site > membres > collaborateurs > Jean-Francois Monteil
Jean-Francois Monteil
Dernier ajout : 17 mars 2009.
Articles de cette rubrique

 

  L' équipe de recherche en syntaxe et sémantique à Bordeaux a été créée il y a une vingtaine d'années par le Professeur Claude Muller.
 

Jean-François Monteil

ancien Maître de conférences de linguistique générale à l'Université Michel de Montaigne de Bordeaux

 

jean-francois.monteil@neuf.fr

 

 

 

 

 

 

 

 

Remarks of Jean-François Monteil about some basic truths relative to the logical square which must be replaced - the sooner the better- by the logical hexagon of Robert Blanché. The presentation of the hexagon is to be found in Structures intellectuelles (1966)

 

The first article in wikipedia. Erroneous but decent

 

Starting from a given opposition of concepts S1 and S2, the semiotic square entails first the existence of two other concepts, namely ~S1 and ~S2, which are in the following relationships:

 * S1 and S2: opposition







* S1 and ~S1, S2 and ~S2: contradiction







* S1 and ~S2, S2 and ~S1: complementarity







The semiotic square also produces, second, so-called meta-concepts, which are compound ones, the most important of which are:

 * S1 and S2







* neither S1 nor S2







For example, from the pair of opposite concepts masculine-feminine, we get:

 * S1: masculine







* S2: feminine







* ~S1: not-masculine







* ~S2: not-feminine







* S1 and S2: masculine and feminine, i.e. hermaphrodite, bi-sexual







* neither S1 nor S2: neither masculine nor feminine, asexual























Commentaire de JF Monteil dans la page Discussion de wikipedia















I do not say here that the blending of S1 the male principle and S2 the female principle is inconceivable. So, I do not exclude a priori the conjunction S1 AND S2. But then, one cannot identify S1 and S2 with the points : A et E of the logical square. By definition, A et E symbolize facts which are mutually contrary. If you identify S1 the male principle with A and S2 the female principle with E, you forbid yourself to imagine the coexistence in a same subject of the male principle and the female principle, and that a priori. If you hold that a conjunction of the male principle and the female principle is a possibility, which, once more, is quite legitimate, you may no longer identify S1 and S2 with A and E. You must choose: if S1 and S2 are compatible, S1 and S2 must not be identified with A and E. Contrariwise, if S1, it’s A and if S2, it’s E, then S1 and S2 are necessarily incompatible. Let us suppose now that S1 and S2 are identified with A and E and are mutually contrary. We have to consider a triad of three contrary facts and a triad of three subcontrary facts. I define two contrary facts as two facts that are incompatible and can be both excluded. For instance, being male and being female are incompatible facts and both can be excluded in so far as there are entities which are neither male nor female. I define two subcontrary facts as two facts that are compatible and cannot be both excluded. For instance, being non-male and being non-female are quite compatible facts since, as we have just seen, certain entities are neither male nor female. Obviously, if the male principle and the female one cannot coexist in the same subject, being non-male and being non-female cannot be both excluded for the exclusion of the quality non-male is equivalent to the quality male and the exclusion of the quality non-female is equivalent to the quality female.Both triads, which we are going to describe briefly, can be represented in the logical hexagon of Robert Blanché. With its 6 points: A E I O + Y U, the logical hexagon is a more complete and therefore more potent figure than the square with its four points A E I O . If we use the logical hexagon to deal with the question, we have to speak of three contrary facts: S1 being male, S2 being female, ~S1 and ~S2 being neither male nor female. This being neither S1 nor S2 is being A-SEXUAL. It corresponds to the third contrary Y added by Robert Blanché. A word now about the three subcontrary facts. We have non-S1 being non-male, non-S2 being non-female, and last, S1 w S2 that is, being either S1 or S2. This S1 w S2 corresponds to the third subcontrary U added by Robert Blanché’s Structures intellectuelles. If one identifies S1 with A and S2 with E, there are three pairs of contradictory facts to consider:

I- S1 versus non-S1 identified with the pair A versus O. Male versus non-Male II- S2 versus non-S2 identified with the pair E versus I. Female versus non-Female III- ~S1 and ~S2 versus S1 w S2 identified with the pair Y versus U. Neither Male nor Female versus Either Male or Female

I sum up my remarks about the article of wikipedia: semiotic square. Since the author of the article presupposes that S1 must be identified with A and S2 with E, the value ~S1 and ~S2 being A-SEXUAL, must be opposed to the value S1 w S2 being SEXED and not to a value S1 AND S2. The articles de Jean-François Monteil on the logical square and the logical hexagon can be found on a site of the University of Bordeaux : http://erssab.u-bordeaux3.fr and on a personal site: http://www.grammar-and-logic.com/index.php. Jean-François Monteil 14 Juin 09 (79.90.42.155 (talk) 23:43, 2 January 2011 (UTC))+ (c

 

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  • : Action de Jean-François Monteil dans Wikipedia. Grammaire-et-logique.tract-8.over-blog.com
  • : Ce blog consistera à étudier les articles publiés dans Wikipedia et Wiktionary lorsque ces articles concernent mes spécialités: linguistique générale et logique. Ce blog complètera l'action exercée en d'autres lieux dont les deux principaux sont les knols (réference: "Jean-François Monteil" knol.google.com)et le site personnel: http://www.grammar-and-logic.com
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