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  1. G. Y. Sher (1997). Partially-Ordered (Branching) Generalized Quantifiers: A General Definition. [REVIEW] Journal of Philosophical Logic 26 (1):1-43.
    Following Henkin's discovery of partially-ordered (branching) quantification (POQ) with standard quantifiers in 1959, philosophers of language have attempted to extend his definition to POQ with generalized quantifiers. In this paper I propose a general definition of POQ with 1-place generalized quantifiers of the simplest kind: namely, predicative, or "cardinality" quantifiers, e.g., "most", "few", "finitely many", "exactly α", where α is any cardinal, etc. The definition is obtained in a series of generalizations, extending the original, Henkin definition first to a general (...)
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  2. G. Y. Sher (1997). Protocols, Truth and Convention (Review). Journal of the History of Philosophy 35 (1):153-155.
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  3. G. Y. Sher (1996). Did Tarski Commit "Tarski's Fallacy"? Journal of Symbolic Logic 61 (2):653-686.
  4. G. Y. Sher (1996). Review: D. M. Gabbay, What is a Logical System? [REVIEW] Journal of Symbolic Logic 61 (4):1396-1400.
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