This is a fairly technical (Lacanian; topological) thesis about how we may combine three of Lacan's "squares": the R-Schema, the L-Schema, and the Fundamental Polygon of the Torus. Bone up on these diagrams using Lacan's Seminars II (the L-schema), "On a Question Prior to Any Possible Treatment of Psychosis" (1959, included in the Écrits), or XIV for the fundamental polygon of the torus. You won't get much help in the video. What justifies these overlays is the idea of a space of rotation, where a vector, to return to its origins, must complete a 4π circuit that reinters the sphere at the precise moment it seems to leave it. Next trip? On the the formula for metaphor to see what can be done there! Narrated by AI Revoicer, James.
Негізгі бет The Timing Belt of Subjectivity
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