Type Theory Forall
En podkast av Pedro Abreu
50 Episoder
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#29 Can PL theory make you a better software engineer? - Jimmy Koppel
Publisert: 9.4.2023 -
#28 Formally Verifying Smart Contracts - Pruvendo
Publisert: 15.2.2023 -
#27 Formalizing an OS: The seL4 - Gerwin Klein
Publisert: 4.2.2023 -
#26 Mechanizing Modern Mathematics - Kevin Buzzard
Publisert: 16.1.2023 -
#25 Formally Verifying the Tezos Codebase - Formal Land
Publisert: 21.11.2022 -
#24 The History of Isabelle - Lawrence Paulson
Publisert: 6.10.2022 -
#23 What is the SIGPLAN? - Jens Palsberg and Jonathan Aldrich
Publisert: 24.9.2022 -
#22 Impredicativity, LEM, Realizability and more - Cody Roux
Publisert: 12.8.2022 -
#21 Denotational Design - Conal Elliott
Publisert: 4.8.2022 -
#20 Huaweii, String Diagrams, Game Semantics - Dan R. Ghica
Publisert: 27.6.2022 -
#19 Experience Report: Learning Coq - Patrick and Supun
Publisert: 4.6.2022 -
#18 Gödel's Incompleteness Theorems - Cody Roux
Publisert: 19.5.2022 -
#17 The Lost Elegance of Computation - Conal Elliott
Publisert: 9.5.2022 -
#16 Agda, K Axiom, HoTT, Rewrite Theory - Jesper Cockx
Publisert: 2.4.2022 -
#15 Coq Projects, Agda, Idris, Kind - Nitin and Eric
Publisert: 27.3.2022 -
#14 POPL, Parametricity, Scala, DOT - Nitin and Eric
Publisert: 12.2.2022 -
#13 C/C++, Emacs, Haskell, and Coq. The Journey - John Wiegley
Publisert: 23.12.2021 -
#12 Tenure, Sexism and ADHD - Talia Ringer
Publisert: 10.11.2021 -
#11 FP, Monads, GHC, and beyond - Alejandro Serrano
Publisert: 4.10.2021 -
#10 Classical Logic vs Intuitionistic Logic - Thorsten Altenkirch and Anupam Das
Publisert: 15.7.2021
An accessible podcast about Type Theory, Programming Languages Research and related topics.