From Mathematical Object to Philosophy of Culture - Lecture 8

Explore the intersection of mathematics, philosophy, and culture in this thought-provoking seminar by Professor Jean-Michel Salanskis, a visiting scholar from CNRS. Delve into three distinct perspectives on mathematical objects, examining their relationship to truth, presentation, and multiplicity. Discover the argument for integrating Philosophy of Science into the broader realm of Philosophy of Culture, supported by a concise historical overview. Gain insights into Salanskis' unique approach to Philosophy of Culture, known as etho-analysis, and explore topics such as the local meaning of love, nets of truth, and the logical reconstruction of culture. Engage with complex ideas surrounding the nature of mathematical objects, their cultural significance, and the broader implications for scientific and philosophical inquiry.

Introduction
Meaning
Reading Messages
Etho Analysis
Local Meaning of Love
Nets of Truth
Injunctions
Science is not an ethos
My claim
The object as child of truth
Logical reconstruction of culture
Mathematical object as presented