A Taste of Type Theory
Offered By: GOTO Conferences via YouTube
Course Description
Overview
Explore the foundations of type theory in programming through this 54-minute conference talk from YOW! 2019. Delve into the deep-rooted connections between types in programming and mathematics, covering topics such as algebraic data types, inductive types, and dependent types. Learn about equalities, natural numbers, and the Curry-Howard correspondence. Discover identity types and their elimination, and gain insights into homotopy type theory. Conclude with a discussion on Zeno's Paradox and its relation to type theory. Enhance your understanding of the theoretical underpinnings of programming languages and their mathematical foundations.
Syllabus
Introduction
Outline
Equalities
Natural Numbers
Dependent Types
Induction on Nats
Curry Howard
Identity Type
refl
Elimination
Zeno's Paradox
Taught by
GOTO Conferences
Related Courses
Type-Driven Development: Designing with TypesPluralsight Haskell: Lecture notes and assignments
University of Pennsylvania via Independent Exploring Common Algebraic Data Types Used in Functional Programming
egghead.io The Evolution of Object-Oriented Programming - Modern Concepts and Techniques
ChariotSolutions via YouTube Busting the Func'ing Jargon
NDC Conferences via YouTube