Olivia Caramello : the theory of topos-theoretical bridges- a conceptual introduction

The Theory of Topos-Theoretic ‘Bridges’—A Conceptual Introduction

 

Les topos vus comme « ponts », comme élément d’unification, c’est un cadre qui a été inventé par Olivia Caramello :

https://sites.google.com/site/logiquecategorique/autres-seminaires/ihes/ihestopos/cours/20151124-caramello

https://www.oliviacaramello.com/Talks/TheoryToposTheoreticBridgesFiveYearsLaterCaramello.pdf

https://www.oliviacaramello.com/Unification/ToposTheoreticPreliminariesOliviaCaramello.pdf

http://www.math.unipa.it/~ngambino/Workshop/Caramello.pdf

 

J’avais commencé à étudier ces travaux :

https://mathesisuniversalis.wordpress.com/2015/08/01/autre-cours-dolivia-caramello-sur-la-theorie-des-topoi/

https://renatuscartesiusmathesisuniversalis.wordpress.com/2015/07/01/grothendiecktopos-3-topologie-de-grothendieck-sur-une-categorie/

https://anthroposophiephilosophieetscience.wordpress.com/2017/10/16/unificationofmathematics-olivia-caramello-sur-les-topoi-comme-ponts-unificateurs/

 

https://anthroposophiephilosophieetscience.wordpress.com/tag/olivia-caramello/

https://meditationesdeprimaphilosophia.wordpress.com/2015/07/22/grothendiecktopos-4-faisceaux-sur-un-site-topos-de-grothendieck/

https://mathesisuniversalis2.wordpress.com/2015/07/22/une-note-de-laurent-lafforgue-sur-les-travaux-dolivia-caramello/

 

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