~/talks

Andreas Abel

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  • ICFP2 editions2020–2023

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titleconferencedate
A Graded Modal Dependent Type Theory with a Universe and Erasure, FormalizedICFP 20232023-09-04
A graded dependent type theory is formalized in Agda (≈39,000 lines) with Π, weak/strong Σ, Nat, Empty, a universe, and a parameterized semiring‑like modality…
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CycleQ: an efficient basis for cyclic equational reasoningPLDI 20222022-06-13
CycleQ presents a cyclic proof system that folds equational reasoning into cycle formation via a synthesized subst rule, implemented as a Haskell GHC plugin…
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POPLMark reloaded: Mechanizing proofs by logical relationsICFP 20202020-08-23
Proposes a benchmark that mechanizes logical-relation proofs by proving strong normalization via Kripke-style logical relations for simply-typed lambda…
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A Unified View of Modalities in Type SystemsICFP 20202020-08-23
Proposes a single algebraic structure of modalities embedded in System F that recovers linear, usage-counting, security, sensitivity and belief-style systems…
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