11月在舊金山舉行的講座 20, 2011. The object was The Four Discourses of 雅克·拉康(Jacques Lacan). 它分為三個部分.
鑥上的第一個源 (ltc), YouTube 上的第二個消息來源 (yt)
11月在舊金山舉行的講座 20, 2011. The object was The Four Discourses of 雅克·拉康(Jacques Lacan). 它分為三個部分.
鑥上的第一個源 (ltc), YouTube 上的第二個消息來源 (yt)
How does an object of reality become an object of desire; written by 雅克Siboni的.
HyperText version PDF version Postscript version
Le livre en Hypertexte: mathemes拉康, 通過 雅克·乙. Siboni
Pour acquérir le livre: mathemes拉康, 通過 雅克·乙. Siboni
Pour acquérir le CDROM : mathemes拉康
Recapitulation of the seminar of Vappereau in September of 2011. Discusses Freud, the logic of the fantasy, and transference theory.
[額外: 2025/08/28]RSI, 真實象徵虛. 在法國的演講在YouTube上發布:
Topologos 1A
Topologos 1B
Topologos 1C
Topologos 1D
Topologos 1E
Audio files for the lecture of Jean-Michel Vappereau 上 28 六月 2011. The description provided by the Topologie en extension site is:
“dans l’écriture de l’aliénation et de la séparation
reconnaissance de l’existence de la répétition freudienne (suite)”
Audio files associated with the 21 六月 2011 session in the seminar of Jean-Michel Vappereau. A description of this seminar, taken from the Topologie en extension 現場, is reproduced below:
“dans l’écriture de l’aliénation et de la séparation reconnaissance de l’existence de la répétition freudienne (suite)”
[額外: 2025/09/05]Audio files associated with the 14 六月 2011 session in the seminar of Jean-Michel Vappereau. A description of this seminar, taken from the Topologie en extension 現場, is reproduced below:
“dans l’écriture de l’aliénation et de la séparation reconnaissance de l’existence de la répétition freudienne (suite)”
[額外: 2025/11/10]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 和 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 拉康.
[額外: 2025/08/25]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.
[額外: 2025/08/24]