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#04 Demand & Desire #2 An embrace?
“I ask you to refuse what I offer you, because that's not it”
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Category Archives: Topology
Jean-Michel Vappereau –Version nodale du poinçon du fantasme
Demonstrates a topological transformation between two variants of a knot, returns to and further develops the argument of Vappereau contending with the division of the subject, castration, and trauma.
[Added: 2025/08/28]1st Source: Workshop of clinical topology #03 Demand & Desire #1
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#03 Demand & Desire #1
“Do not ask for your way to the one who knows it, you might not get lost.”
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1st Source: Workshop of clinical topology #02 the slip of the tongue
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The relationship signifier / signified in the slips of the tongue
The bar separating signifier and signified is a Moebius Strip
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Jean-Michel Vappereau — Lacan lecteur de Gilson, seuls les idiots se précipitent là où les anges refusent de s’aventurer
Document by Vappereau interpreting Freud as a means to discuss the social function of writing in tandem with the body and the subject. Vappereau produced several incarnations of this paper, 1 February 1998, 26 March 2001, and, finally, 23 March 2013. This is the most recent version.
[Added: 2025/08/23]
Jacques Siboni’s FTP pages
A link to FTP pages: FTP Directory
Jacques Lacan diagrams
[tab: Network 1-3]
[tab: Diagram L]
[tab: Network 1-3 modified]
[tab: Alpha – gamma]
[tab: Simplified L]
[tab: R figure]
[tab: I Figure]
[tab: Pot and mirror]
[tab: Bouquet]
[tab: Flipping Bouquet]
[tab: Sadian fantasy]
[tab: Jouissance will]
[tab: Quilting]
[tab: First identification]
[tab: Che vuoi?]
[tab: Complete graph]
[tab: 4 discourses]
[tab:END]
The network 1-3
Diagram L
Network 1-3 modified
Alpha, Beta, gamma, Delta
Simplified diagram L
R figure
The diagram I
The pot and the spherical mirror
The bouquet
The reversal of the bouquet
The sadean fantasy
The willingness to enjoy
Quilting point
The first identification
Che vuoi?
The complete graph
The four discourses
Animated Projective Planes
Rotating CrossCaps. Jacques Siboni
Click on the image to start animation
Projective planes
A few projective planes I once made. Jacques Siboni (click on image to zoom)
[tab: CrossCap 1]
R. S. I. on a Cross Cap: Real is in red, Symbolic in purple, Imaginary in green
Projective Plane with a point singularity
Projective Plan with a point singularity made with soap bubble
Cross Cap
Cross Cap
Cross Cap
Cross Cap
Cross Cap
1st Source: Workshop of clinical topology #01 The syntactic Structure
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The syntax
Syntax doesn't lie
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