法語文件
分類存檔: 數學
享樂在拉康話語語義場
在法國的紙
射影平面和拉康主題
雅克Siboni的, 拉康拓撲
有關拉卡尼亞拓撲的一些問題和答案, 讓·戴維奧特（Jean Daviot）提出的問題. (不幸的是失去了結局!)
鑥的第一個來源
在 YouTube 上
Lutecium Webex講座系列一
The first five lectures on Webex on Lacanian Topology
In first source on Lutecium (ltc) and on second on YouTube (yt)
#01 Real, Symbolic, Imaginary (ltc)
#01 Real, Symbolic, Imaginary (yt)
Not very convincing! 日期是 2011/09/09
#02 Anguish, 抑制, Symptom (ltc)
#02 Anguish, 抑制, Symptom (yt)
日期是 2011/09/24
#03 Reviewing the Sessions (ltc)
Unfortunately there is a poor synchronization
#03 Reviewing the Sessions (yt)
日期是 2011/10/08 By John Gasperoni
Unfortunately there is a poor synchronization
#04 Reality Object, Desire Object (ltc)
#04 Reality Object, Desire Object (yt)
日期是 2011/10/22
#05 Ontology of the Subject, Graph of Desire (ltc)
#05 Ontology of the Subject, Graph of Desire (yt)
日期是 2011/11/05
將現實的對象轉化為慾望的對象
How does an object of reality become an object of desire; written by 雅克Siboni的.
將現實的對象轉化為慾望的對象 (English version)
HyperText version PDF version Postscript version
將現實的對象轉化為慾望的對象 (French version)
mathemes拉康
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
Jean-Michel Vappereau — Freud et Cantor, projet de compte-rendu de la conférence du 06-09-2011
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]Topologos, 拓撲結構和雅克·拉康
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
Jean-Michel Vappereau — 課程 2011 — Du nœud logique — Session 28 六月 2011
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)”