Compositionality inductively, co-inductively and contextually

Abstract

with the meaning function [[·]] appearing on both sides. (1) is commonly construed as a prescription for computing the meaning of a based on the parts of a and their mode of combination. As equality is symmetric, however, we can also read (1) from right to left, as a constraint on the meaning [[b]] of a term b that brings in the wider context where b may occur, in accordance with what Dag Westerst˚ahl has recently described as “one version of Frege’s famous Context Principle”.

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Citations of this work

Compositionality.Peter Pagin & Dag Westerståhl - 2011 - In Paul Portner, Claudia Maienborn & Klaus von Heusinger (eds.), Semantics: An International Handbook of Natural Language Meaning. Mouton De Gruyter. pp. 96-123.

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References found in this work

Type-theoretical Grammar.Aarne Ranta - 1994 - Oxford, England: Oxford University Press on Demand.
Formal features of compositionality.Wilfrid Hodges - 2001 - Journal of Logic, Language and Information 10 (1):7-28.
On the Projection Problem for Presuppositions.Irene Heim - 2002 - In Paul H. Portner & Barbara H. Partee (eds.), Formal Semantics - the Essential Readings. Blackwell. pp. 249--260.

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