Conference delivered by Vappereau 上 8 八月 2007 at Universidad Kennedy, Argentina. In this lesson, Vappereau introduces the necessity of Boolean logic and Eulerian diagrams as a reading of the subject of psychoanalysis.

06

Conference delivered by Vappereau 上 1 八月 2007 at Universidad Kennedy, Argentina. This session introduces some formal algebraic conditions to develop an understanding of the subject of psychoanalysis.

05

Conference delivered by Vappereau 上 25 七月 2007 at Universidad Kennedy, Argentina. In this session, Vappereau puts forward a logical basis for the reading of the subject of psychoanalysis.

04

Conference delivered by Vappereau 上 18 七月 2007 at Universidad Kennedy, Argentina. This lecture introduces the basic formal system that Vappereau will use later as a modification for classical logic in the reading of the subject of psychoanalysis.

03

Conference delivered by Vappereau 上 11 七月 2007 at Universidad Kennedy, Argentina. In this session, Vappereau elaborates on truth tables in the construction of proofs.

02

Conference delivered by Vappereau 上 4 七月 2007 at Universidad Kennedy, Argentina. The first class of eight, where Vappereau puts forward a mathematical reading of the subject of psychoanalysis. In this session, Vappereau argues for the relationship between logic and grammar as a key to this reading.

01

Bibliography attached to a work by Vappereau called “Joyce-Hamlet et Freud-Oedipe, refaire la clinique freudienne à partir des manières de suppléer aux ratages du noeud,” part of “喬伊斯·海斯特里克（Joyce Hystorique）.” 由 Vappereau 在巴爾瓦內拉, Argentina, in February of 2007.

Cours_07_Bibliographie_raisonnee

Part of a larger work by Vappereau called “喬伊斯·海斯特里克（Joyce Hystorique）,” which rereads the relationship between Joyce and Hamlet in topological terms. Published in Balvanera, Argentina in February of 2007.

01_Cours_Freud-Joyce_actuel

Uploaded as part of a collection called “Des surfaces et du noeud,” and is listed as a document in the service of reading “第三” by Lacan. Discusses the utility of the signifying involution and other knot transformations.

1.2.expose_2_corrige_avec