HOL with Dependent Types and Subtyping
Offered By: Hausdorff Center for Mathematics via YouTube
Course Description
Overview
Explore an advanced lecture on higher-order logic (HOL) combined with dependent types and subtyping, presented by Florian Rabe at the Hausdorff Center for Mathematics. Delve into the intricate relationships between these fundamental concepts in type theory and logic, gaining insights into their applications and theoretical foundations. Examine how the integration of dependent types and subtyping enhances the expressive power of HOL, enabling more sophisticated reasoning and theorem proving capabilities. Discover the potential implications of this combined approach for formal verification, programming language design, and mathematical foundations.
Syllabus
Florian Rabe: HOL+Dependent Types + Subtyping
Taught by
Hausdorff Center for Mathematics
Related Courses
Radical and Type Theories in Organic Chemistry (1832-1850) - Lecture 22Yale University via YouTube Introduction to programming with dependent types in Scala
Stepik Uncovering the Unknown - Principles of Type Inference in Programming Languages
ChariotSolutions via YouTube Univalence from a Computer Science Point-of-View - Dan Licata
Institute for Advanced Study via YouTube Univalent Foundations and the Equivalence Principle - Benedikt Ahrens
Institute for Advanced Study via YouTube