M=O? – Mathematics Equals Ontology?
M=O? – Mathematics Equals Ontology?
M=O? – Mathematics Equals Ontology?
Suture Press

M=O? – Mathematics Equals Ontology?

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M=O? – Mathematics Equals Ontology?

What is the relationship between mathematics and philosophy? How does the project of "mathematical ontology" redefine the link between multiplicities and being? M=O? brings together leading scholars exploring and questioning Alain Badiou's thesis that "mathematics is ontology" and its evolution.

 

Edited by Tzuchien Tho.
Contributions by Alain Badiou, Justin Clemens, Norman Madarasz, Ivan Marin, Eloïse Mignon, François Nicolas, David Rabouin, Julian Rohrhuber, Vladimir Tasić, Tzuchien Tho, Becky Vartabedian, Andrés Villaveces Niño, Fernando Zalamea, Mirna Džamonja, Jana Ndiaye Berankova


Graphic design: Nela Klimova.
 
2026 (publication expected by 4th quarter)

English edition
512 pages
ISBN : 978-80-909823-2-1