
Aaron Stump talks about type theory, computational logic, and related topics in Computer Science on his short commute.
| Publishes | Twice monthly | Episodes | 179 | Founded | 6 years ago |
|---|---|---|---|---|---|
| Number of Listeners | Categories | TechnologyScienceMathematics | |||

In this episode, I talk about what we should consider to be a measure function. Such functions can be used to show termination of some process or program, by assigning a measure to each program, and showing that as the program computes, the measure ... more
To solve the problem raised in the last episode, I propose schematic affine recursion. We saw that affine lambda calculus (where lambda-bound variables are used at most once) plus structural recursion does not enforce termination, even if you restri... more
In this episode, I shoot down last episode's proposal -- at least in the version I discussed -- based on an amazing observation from an astonishing paper, "Gödel’s system T revisited", by Alves, Fernández, Florido, and Mackie. Linear System T is div... more
In this episode, I discuss an intriguing idea proposed by Victor Taelin, to base a logically sound type theory on an untyped but terminating language, upon which one may then erect as exotic a type system as one wishes. By enforcing termination alre... more
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Great format, great choice of topics, relaxed pace - thanks for doing this!
What a hidden gem. Now one of my favorite podcasts. It is amazing he is able to speak so clearly and eloquently while driving to work.
Aaron Stump is the best. He talks about interesting things (type theory), and he just seems like a good person I’d want to spend time with.
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Listeners, social reach, demographics and more for this podcast.
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Content is focused on theoretical computer science, particularly the intricacies of type theory and its implications for programming languages. Discussions often revolve around concepts such as lambda calculus, the Finite Development Theorem, termination, and various proofs related to programming semantics. The content is technical yet presented in an accessible manner, making it appealing to both enthusiasts and professionals in the field. Unique elements include personal anecdotes from the host, reflections on AI, and an exploration of formal verification and theorem proving in programming language semantics, making it an informative listen for those interested in the cutting-edge developments in computational logic.
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Iowa Type Theory Commute launched 6 years ago and published 179 episodes to date. You can find more information about this podcast including rankings, audience demographics and engagement in our podcast database.
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