Audio files associated with the 21 June 2011 session in the seminar of Jean-Michel Vappereau. A description of this seminar, taken from the Topologie en extension site, is reproduced below:

“dans l’écriture de l’aliénation et de la séparation reconnaissance de l’existence de la répétition freudienne (suite)”

Part of a series by Vappereau charting the conception of meaning in the subject. While this text is supposedly the third installment in the series, it is the first available text. Vappereau applies geometric principles of extrinsic and intrinsic positions to re-examine the consequences of narcissism articulated by Lacan in the “mirror phase.” Vappereau also helps clarify between specular and non-specular objects qua Lacan.

Deux_aspects_geometriques_du_narcissisme

First installment in the fourth “argument” of the “Trois essais sur la théorie de la vérité” by Vappereau. This first segment introduces the mathematical argument for a reading of the Freudian negation in terms of algebraic calculus.

Eros_et_psychef00

Audio files associated with the 22 February 2011 lecture of Jean-Michel Vappereau. The description for the seminar of this year, taken from the Topologie en extension website, is reproduced below:

“La logique canonique classique de la coordination a toujours été modale même si les logiciens d’Aristote à Quine dérapent à ce propos et provoquent ce qu’ils ont pu écrire d’hésitant, les faisant tomber dans de graves erreurs.”

Audio files associated with the 17 February 2011 session in the seminar of Jean-Michel Vappereau. A description for this seminar, taken from the Topologie en extension webpage, can be found below:

“La logique canonique classique de la coordination a toujours été modale même si les logiciens d’Aristote à Quine dérapent à ce propos et provoquent ce qu’ils ont pu écrire d’hésitant, les faisant tomber dans de graves erreurs.”

Associated lecture files for the session of 25 January 2011 in the seminar of Jean-Michel Vappereau. The description of this year’s seminar, taken from the Topologie en extension site, is reproduced below:

” The classical canonical logic of coordination has always been modal, even if logicians from Aristotle to Quine slip up on this point and provoke what they may have written that is hesitant, causing them to fall into serious errors.”

[Added: 2025/09/02]

Audio files associated with the 18 January 2011 session in the seminar of Jean-Michel Vappereau. A description for this seminar, taken from the Topologie en extension webpage, can be found below:

“La logique canonique classique de la coordination a toujours été modale même si les logiciens d’Aristote à Quine dérapent à ce propos et provoquent ce qu’ils ont pu écrire d’hésitant, les faisant tomber dans de graves erreurs.”