Chapter: Evolving Algebras and Mathematical Models of Language

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Home > Applied Logic: How, What and Why: Logical Approaches to Natural Language > Evolving Algebras and Mathematical Models of Language

Applied Logic: How, What and Why: Logical Approaches to Natural Language |

László Pólos; M. Masuch

Springer Netherlands

Applied Logic: How, What and Why: Logical Approaches to Natural Language

Evolving Algebras and Mathematical Models of Language

Chapter Info

Authors

Lawrence S. Moss; David E. Johnson

ARI Id

1664625352365_2475522

Access

Not Available Free

Pages

161-194

DOI

10.1007/978-94-015-8533-0_7

Chapter URL

https://rd.springer.com/chapter/10.1007/978-94-015-8533-0_7

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Chapters/Headings	Author(s)	Pages	Info
Front Matter		i-viii
Pragmatic Reasoning	John Bell	1-27
Verb-Phrase Ellipsis in Dynamic Semantics	Jan van Eijck; Nissim Francez	29-59
Optimization of deduction for Multi-Modal Logics	Olivier Gasquet	61-77
Are Types Needed for Natural Language?	Fairouz Kamareddine	79-120
Indexical Dynamics	Ian Lewin	121-151
Implicit and Explicit Definability in Modal and Temporal Logics	Larisa Maksimova	153-159
Evolving Algebras and Mathematical Models of Language	Lawrence S. Moss; David E. Johnson	161-194
Information States in Situation Theory	László Polós; Michael Masuch	195-236
Logic Finite Automata	Klaus U. Schulz; Dov M. Gabbay	237-285
Dynamic Aspect Trees	J. Seligman; A. Ter Meulen	287-320
Logic as a Foundation for a Cognitive Theory of Modality Assignment	Keith Stenning	321-342
Meeting a Modality?	Yde Venema	343-361
Update Semantics for Propositional Texts	Cees Vermeulen	363-386
Back Matter		387-392
Chapters/Headings	Author(s)	Pages	Info

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