Monthly Archives: September 2022

Jésus Christ porte La Croix du temps

Originally posted on HoTT science internelle:
Dans le christianisme « officiel » la croix en est venue peu à peu à représenter l’instrument de supplice du Christ, supplice qui consiste en sa crucifixion, infligée par le pouvoir romain complaisant avec…

Posted in Philosophie | Comments Off on Jésus Christ porte La Croix du temps

Philip K. Dick & Richard Fleischer, par Renaud Garcia (Bibliothèque verte de Pièces et main-d’œuvre)

Originally posted on Les Amis de Bartleby:
Version imprimable de Philip K. Dick & Richard Fleischer Philip K. Dick & Richard Fleischer Notre Bibliothèque Verte n° 47 & 48 Mis en ligne par Pièces et main-d’œuvre sur leur site le…

Posted in Philosophie | Comments Off on Philip K. Dick & Richard Fleischer, par Renaud Garcia (Bibliothèque verte de Pièces et main-d’œuvre)

Number theory in physics

Originally posted on TracingCurves:
This summer I was expecting to be working mainly on an extended field theory and geometry project as well as pushing toward the conclusion of a study on double sigma models. But somewhat unexpectedly I’ve found…

Posted in Philosophie | Comments Off on Number theory in physics

BADIOU’S LAW: the waste is the product

Originally posted on AGENT SWARM:
Badiou in IMMANENCE OF TRUTHS speaks of the difference between the «?déchet?» (finite) and the «?oeuvre?» (infinite). «?Déchet?» poses a difficult problem of translation. In the recently published English translation it is rendered as «?waste…

Posted in Philosophie | Comments Off on BADIOU’S LAW: the waste is the product

PROAMNESIS: forgetting Badiou’s maths

Originally posted on AGENT SWARM:
This post is part of my ongoing discussion of Alain Badiou’s IMMANENCE OF TRUTHS and allows me to give an overview of my general approach to philosophy in this blog. To be clear, I think…

Posted in Philosophie | Comments Off on PROAMNESIS: forgetting Badiou’s maths

Generalised geometry #3: Symmetries

Originally posted on TracingCurves:
When doing generalised linear algebra, we want to study transformations that preserve the canonical pairing from the last note (of signature ): The group of linear transformations that preserve the inner product is the orthogonal group.…

Posted in Philosophie | Comments Off on Generalised geometry #3: Symmetries