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Anaphora and Presuppositions in Dependent Type Semantics

MCMP by MCMP Team

Mar 17, 201801:27:57Society & Culture

Daisuke Bekki (Ochanomizu University) gives a talk at the MCMP Colloquium (2 December, 2015) titled "Anaphora and Presuppositions in Dependent Type Semantics". Abstract: Dependent type semantics (DTS) is a framework of p...

About This Episode

Anaphora and Presuppositions in Dependent Type Semantics is an episode from MCMP by MCMP Team. Daisuke Bekki (Ochanomizu University) gives a talk at the MCMP Colloquium (2 December, 2015) titled "Anaphora and Presuppositions in Dependent Ty...

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Published Mar 17, 2018, 01:27:57 long, audio available.

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What is Anaphora and Presuppositions in Dependent Type Semantics about?

Daisuke Bekki (Ochanomizu University) gives a talk at the MCMP Colloquium (2 December, 2015) titled "Anaphora and Presuppositions in Dependent Type Semantics". Abstract: Dependent type semantics (DTS) is a framework of proof-theoretic discourse semantics based on dependent type theory, following the line of Sundholm and Ranta. DTS attains compositionality as required to serve as a semantic component of modern formal grammars including variations of categorial grammars, which is achieved by adopting a mechanism for underspecified terms. In DTS, the calculation of presupposition projection reduces to type checking, and the calculation of anaphora resolution and presupposition binding both reduce to proof search in dependent type theory, inheriting the paradigm of anaphora resolution as proof construction. I will demonstrate how DTS gives a unified solution to benchmarks for presupposition and anaphora, including presupposition projection and filtering, temporal and bridging anaphora.

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Anaphora and Presuppositions in Dependent Type Semantics is an episode from MCMP by MCMP Team.

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This episode is 01:27:57 long.

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This episode was published on Mar 17, 2018.

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Anaphora and Presuppositions in Dependent Type Semantics is from MCMP by MCMP Team.

What are the episode details?

Published Mar 17, 2018 and 01:27:57 long