Topic: An Introduction to Univalent Foundations
Speaker: Daniel Grayson
Affiliation: University of Illinois; Professor Emeritus, School of Mathematics
Date & Time: Wednesday February 7th, 2018, 6:00pm - 7:00pm
Location: Dilworth Room
The Univalent Foundations of Voevodsky offer not only a formal language for use in computer verification of proofs, but also a foundation of mathematics alternative to set theory, in which propositions and their proofs are mathematical objects, and which offers a hierarchy of objects more general than sets ("types"), which are worthy of study in their own right. I'll try to give a flavor of that foundation for mathematicians, contrasting it with set theory as a foundation.