~/talk

Formal Reasoning about Layered Monadic Interpreters

Talkat ICFP 2022 · 2022-09-11..09-16
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Extends the Coq interaction trees (ITrees) library to characterize a class of interpretable monads obtained by applying monad transformers to ITrees, gives generic lifting of interpreters through those transformers, and proves preservation of iteration and structural laws so equivalences compose. Provides typeclasses, instances and tactics that cut large boilerplate, supports heterogeneous relational reasoning via equivalence of monads up to R, and ships evaluated artifacts used in a Vellvm LLVM IR compiler‑correctness case study.

AI-written summary · about

  1. 0:00Introduction
  2. 0:13Free Monadics
  3. 1:21Semantics
  4. 3:07Extensional Equality
  5. 3:17Nested Interpreters
  6. 3:58Problem Statement
  7. 5:15Case Study
  8. 5:44Contributions
  9. 6:17The Problem
  10. 8:04New Definition
  11. 9:39Equational Theory
  12. 10:27Structural Laws
  13. 11:02Heterogeneity
  14. 12:04Buy Enclosure
  15. 12:55Conclusion
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