Generalized quantifiers in natural language Download PDF EPUB FB2
At last count there were well over research papers in this area. Most of this work has been directed toward cardinality quantifiers (e.g. Keisler, ) and topological quantifiers (e.g. Sgro, ) which are not particularly relevant to natural language, but even so, it has forced logicians to rethink the traditional theory of by: Generalized quantifiers and traditional logic / Jan van Eijck --Generalized quantifiers / Franciska de Jong and Henk Verkuyl --Determiners and context sets / Dag Westerstahl --Generalized quantifiers and the expressive power of natural language / Edward L.
Keenan and Lawrence S. Moss --Counting qualifiers / Elias Thijsse --Generalized. Generalized Quantifiers and Natural Language. Jon Barwise. Search for more papers by this author Jon Barwise. Search for more papers by this author.
Robin Cooper. Search for more papers by this author. Book Editor(s): Paul Portner. Search for more papers by this author A Logic with Generalized Quantifiers: L (GQ) Application to English Cited by: Generalized quantifiers allow us to account for the semantics of quantificational noun phrases, and of other natural language expressions, in a coherent and uniform : Sebastian Loebner.
Abstract. The Generalized Quantifier Theory, hencefore “GQT”, initiated with Barwise and Cooper () has elicited promising new lines of research and theorizing in semantics, in particular by the investigation of the algebraic properties of natural language by: The language data sets enable detailed crosslinguistic comparison of numerous features.
These include semantic classes of quantifiers (generalized existential, generalized universal, proportional, partitive), syntactically complex quantifiers (intensive modification, Boolean compounding, exception phrases) and several others such as quantifier. Quantifiers in Action: Generalized Quantification in Query, Logical and Natural Languages analyzes one of those shortcomings, the way in which quantification is dealt with in SQL.
It is well known that most query languages are simply versions of First Order Logic (FOL). GQs are an extension of the idea of quantifier in : Springer US. To a large extent, the new research has been inspired by Jon Barwise and Robin Cooper's path-breaking article "Generalized Quantifiers and Natural Language" from A concrete sign of this development was the workshop on this topic at Lund University, May, which was organized by Robin Cooper, Elisabet Engdahl, and the present editor.1/5(1).
Soon it was realized by Richard Montague that the notion can be used to model the denotations of noun phrases in natural language. Jon Barwise and Robin Cooper introduced the apparatus of generalized quantifiers as a standard semantic toolbox and started the rigorous study of their properties from the linguistic perspective.
The database industry is a multi-billion, world-wide, all-encompassing part of the software world. Quantifiers in Action: Generalized Quantification in Query, Logical and Natural Languages introduces a query language called GQs―Generalized Quantification in query languages are simply versions of First Order Logic (FOL).Cited by: 3.
Informally or in natural language, the "∀x" or "∃x" might appear after or in the middle of P(x). Formally, however, the phrase that introduces the dummy variable is placed in front. Mathematical formulas mix symbolic expressions for quantifiers with natural language quantifiers such as. To a large extent, the new research has been inspired by Jon Barwise and Robin Cooper's path-breaking article "Generalized Quantifiers and Natural Language" from A concrete sign of this development was the workshop on this topic at Lund University, May, which was organized by Robin Cooper, Elisabet Engdahl, and the present editor.
Natural Language, Sortal Reducibility and Generalized Quantifiers. Edward L. Keenan - - Journal of Symbolic Logic 58 (1) On the Expressive Power of Monotone Natural Language Quantifiers Over Finite by: Some Properties of Natural Language Quantifiers: Generalized Quantifier Theory Article in Linguistics and Philosophy 25(5) December with Reads How we measure 'reads'.
Generalized Quantifiers in Natural Language. by Meulen, Alice ter / Benthem, Johan van. Series:Groningen-Amsterdam Studies in Semantics 4. See all formats and pricing eBook (PDF) Book Book Series. Next chapter. Frontmatter. Free Access. QUANTIFIERS IN NATURAL LANGUAGE Quantifiers in natural language correspond to words such as every, some, most, few, and many others.
The Semantics of Determiners What is the semantics of expressions like every and most. An answer to this question emerged in the early s, in work of Jon Barwise and Robin Cooper (), James Higginbotham and Robert May (), Edward L.
Keenan. To a large extent, the new research has been inspired by Jon Barwise and Robin Cooper's path-breaking article "Generalized Quantifiers and Natural Language" from A concrete sign of this development was the workshop on this topic at Lund University, May, which was organized by Robin Cooper, Elisabet Engdahl, and the present : Springer Netherlands.
Generalized Quantifiers and the Expressive Power of Natural Language Keenan, Edward L. / Moss, Lawrence S. Jaakko Hintikka, Gabriel Sandu, in Handbook of Logic and Language (Second Edition), Is and Aristotelian Categories.
The game rules for quantifier phrases in natural languages are worth a second and a third look. One thing that is revealed by such a re-examination are the much greater differences between the logic of natural language and the usual treatments of formal logic than.
Some fifteen years ago, research on generalized quantifiers was con sidered to be a branch of mathematical logic, mainly carried out by mathematicians. Since then an increasing number of linguists and philosophers have become interested in exploring the relevance of general quantifiers for natural language as shown by the bibliography compiled for this volume.
To a large extent, the new. Quantifiers, Logic, and Language. edited by Jaap van der Does and Jan van Eijck. Generalized quantifier theory is a central topic in logic with important applications in semantics of natural language. Recent work in the application field has led to new logical questions and new theoretical developements, showing that quantifier theory is a.
Recently, Mostowski and Wojtyniak have shown that branching interpretation of quantifiers as NP-complete. More recently, Szymanik has provided a detailed taxonomy of a wide variety of generalized quantifiers in natural language—from different distributive constructions to collective quantification—in terms of both time and space complexity.
rmal Language”, of the Partee, ter Meulen and Wall textbook: Chapter 13 “Basic Concepts” an d Chapter 14 “Generalized Quantifiers”. Consider the following sentence cont aining a universal quantifier-word every and an indefinite article a.
The sentence is semantically ambiguous: we can think of the indefinite article as introducing an. The Paperback of the Handbook of Quantifiers in Natural Language: Volume II by Denis Paperno at Barnes & Noble. FREE Shipping on $35 or more. Due to COVID, orders may be delayed.
Generalized quantifiers in natural language / Johan van Benthem, Alice ter Meulen (eds.) Foris Publications Dordrecht, Holland ; Cinnaminson, N.J., U.S.A Wikipedia Citation Please see Wikipedia's template documentation for further citation fields that may be required.
Two masters of their craft have teamed up, and written a rich and rewarding book right at the interface of natural and formal languages. Quantifiers in Language and Logic is a mature reflection of some 25 years of generalized quantifier theory, a field of research started by Barwise, Cooper, Keenan, Stavi, and others aroundagainst the backdrop of Montague's seminal work.
The study of quantification in natural language has made remarkable progress. Quantification in natural language has been investigated extensively by philosophers, logicians, and linguists. The result has been an elegant and far-reaching theory.
This article presents a survey of some of the important components of this theory. The first section presents the core of the theory of generalized.
This chapter describes quantifiers related to natural languages with the logically simplest case: type ‹1›. These quantifiers are, on each universe, sets of subsets of that universe.
Here the denotations of noun phrases, a fundamental syntactic category in many — if not in all — languages are found, along with a few of the classical logical : Stanley Peters. Note: If you're looking for a free download links of Handbook of Quantifiers in Natural Language: 90 (Studies in Linguistics and Philosophy) Pdf, epub, docx and torrent then this site is not for you.
only do ebook promotions online and we does not. The book grew out of three papers I wrote between and "First-Order Quantifiers and Natural Language" (), "Branching Quantifiers, First-Order Logic, and Natural Language" (), and "Logical Terms: A Semantic Point of View" ().
These provide the backbone ofchapters 2,5, and Size: 2MB. GENERALIZED QUANTIFIERS: LOGIC AND LANGUAGE 87 Let E be a non-empty set, the universe, of a model M and Q E any set of subsets of E (Q E power(E)).Then Q E is a type 1 GQ whose meaning is given by: Q E (A) A QE The same quantifier can be written as variable-binding operator (where M |= is the usual satisfaction relation between a model and a formula, and [[ (x)]].
Many debates in semantics revolve around questions whether certain expressions – descriptions, numerals, the verb ‘exist’, the auxiliary ‘ought’, etc. – are quantifiers or something else. 1 On the face of it, these questions are perplexing: they ask how to fit certain natural language expressions into syntactic categories of formal : Zoltán Gendler Szabó.This paper proposes an approach to the semantic annotation of quantification in natural language.
Its main purpose is to provide input for a project that aims to define an international standard that would be part of the ISO Semantic Annotation Framework (SemAF, ISO ).
notably on the theory of generalized quantifiers, on Discourse Author: Harry Bunt.