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From the 1 of 7 linked papers with an AI index.

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7 papers

math.LO2026

Inferentialist Game Semantics (Extended Abstract)

Joaquim T. Waddington, Alexander V. Gheorghiu, David J. Pym

The paper establishes a fully abstract correspondence between base‑extension proof‑theoretic semantics and Hyland‑Ong game semantics, demonstrating how games can model intensional…

math.LO2026

Towards an Inferentialist Account of Information Through Proof-theoretic Semantics

Matthew Collinson, Timo Eckhardt, David Pym

Information is one of the most widely-discussed concepts of the current era. However, a great deal of insightful work notwithstanding, it is yet to be given wholly convincing logic…

math.LO2026

Continuations and Completeness in Proof-theoretic Semantics

Tao Gu, David Pym, Eike Ritter +1

This is a short paper about the relationship between logic and computation. More specifically, it is about a relationship between the completeness proof for intuitionistic proposit…

math.LO2025

Proof-theoretic Semantics for Second-order Logic

Alexander V. Gheorghiu, David J. Pym

We develop a proof-theoretic semantics (P-tS) for second-order logic (S-oL), providing an inferentialist alternative to both full and Henkin model-theoretic interpretations. Our ap…

math.LO2025

Inferentialist Public Announcement Logic: Base-extension Semantics

Timo Eckhardt, David J. Pym

Proof-theoretic semantics, and base-extension semantics in particular, can be seen as a logical realization of inferentialism, in which the meaning of expressions is understood thr…

math.LO2025

Base-extension Semantics for Intuitionistic Modal Logics

Yll Buzoku, David. J. Pym

The proof theory and semantics of intuitionistic modal logics have been studied by Simpson in terms of Prawitz-style labelled natural deduction systems and Kripke models. An altern…