~/conference

TyDe 2020

date:2020-08-23
location:-- online --
series:TyDe · 7 editions

dependently typed language researchers, proof assistant developers, language implementers (Idris/Agda), type theory researchers, compiler engineers, macro system designers, programming language tool authors

runtime proof search and exploration; Mtac2 telescope lifting; type-aware hygienic macros; symbolic holes encoded in LLVM IR; shallow presheaf embeddings of type theories; graded modal dependent types; equality-by-normalization modulo equations; later modality and guarded recursion; implicit grade inference; admit-driven execution pipeline

titleauthorlength
Developing a Dependently Typed Language with Runtime Proof SearchMark Lemay, Cheng Zhang, William Blair18m
Prototype implements a call-by-value dependently typed language that delays constraint solving by adding an admit syntax and a three-stage pipeline: light type…
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Generalization of meta programs with dependent types in mtac2 with mtac2Ignacio Tiraboschi, Tiraboschi et al., Jan-Oliver Kaiser, Beta Ziliani24m
Presents a concrete tool that automatically transforms meta-functions to expose dependent arguments: lift analyzes a function’s signature (via a ty tree) and…
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Predictable macros for hindley milnerLangston Barrett, David Thrane Christiansen, Samuel Gélineau20m
Klister is an ML‑like prototype language that implements type-aware hygienic macros written in the full language (macros run in a monadic macro context) and…
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Retrofitting Symbolic Holes to LLVM IRBruce Collie, Michael F. P. O'Boyle22m
Implements untyped symbolic holes inside LLVM IR by encoding holes as calls to uninterpreted functions and introducing an unknown-type marker whole.t, plus…
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Shallowly embedding type theoriesJoris Ceulemans, joris kulemans, Dominique Devriese25m
Library in Agda implements a shallow embedding of object type theories as presheaf models parameterized by a small base category, representing…
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Towards Graded Modal Dependent TypesBenjamin Moon, Harley D. Eades III, Dominic Orchard20m
Graded Modal Dependent Type Theory (GrTT) defines dependent types indexed by a preordered semiring of grades to track resource use both at runtime and in…
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Frex: indexing modulo equations with free extensions (Extended Abstract)Guillaume Allais, Edwin Brady, Ohad Kammar, Jeremy Yallop27m
An extensible Idris2 library implements equality-by-normalization for indices using free extensions, with a user tier (frexlets) and a developer tier (core…
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