Ways of branching quantifers

Linguistics and Philosophy 13 (4):393 - 422 (1990)
Abstract
Branching quantifiers were first introduced by L. Henkin in his 1959 paper ‘Some Remarks on Infmitely Long Formulas’. By ‘branching quantifiers’ Henkin meant a new, non-linearly structured quantiiier-prefix whose discovery was triggered by the problem of interpreting infinitistic formulas of a certain form} The branching (or partially-ordered) quantifier-prefix is, however, not essentially infinitistic, and the issues it raises have largely been discussed in the literature in the context of finitistic logic, as they will be here. Our discussion transcends, however, the resources of standard lst-order languages and we will consider the new form in the context of 1st-order logic with 1- and 2-place ‘Mostowskian` generalized quantifiers.2..
Keywords bibtex-import   generalized   quantifiers
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References found in this work BETA
Jon Barwise (1979). On Branching Quantifiers in English. Journal of Philosophical Logic 8 (1):47 - 80.
Herbert B. Enderton (1970). Finite Partially‐Ordered Quantifiers. Mathematical Logic Quarterly 16 (8):393-397.

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Citations of this work BETA
Jim Higginbotham (1994). Mass and Count Quantifiers. Linguistics and Philosophy 17 (5):447 - 480.
Fredrik Engström (2012). Generalized Quantifiers in Dependence Logic. Journal of Logic, Language and Information 21 (3):299-324.

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