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Date: 2016-05-23 07:03:44Logic Quantification Mathematical logic Semantics Abstraction Predicate logic Model theory Finite model theory Quantifier First-order logic FO Generalized quantifier | Integrating Categorematic Unreducible Polyadic Quantifiers in LRS Frank Richter∗ Introduction This paper has two goals: On the technical side, it presents a general integration of polyadic quantification in Lexical ResAdd to Reading ListSource URL: nlp.ipipan.waw.plDownload Document from Source WebsiteFile Size: 277,37 KBShare Document on Facebook |
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Categorematic Unreducible Polyadic Quantifiers in Lexical Resource Semantics Frank Richter Goethe Universität Frankfurt a.M. HeadLex 2016, WarsawDocID: 1rjZ3 - View Document | |
A tetrachotomy for positive first-order logic without equality Florent Madelaine Barnaby MartinDocID: 1rd10 - View Document | |
Integrating Categorematic Unreducible Polyadic Quantifiers in LRS Frank Richter∗ Introduction This paper has two goals: On the technical side, it presents a general integration of polyadic quantification in Lexical ResDocID: 1ratm - View Document | |
Model theory of finite and pseudofinite groups Dugald Macpherson∗, School of Mathematics, University of Leeds, Leeds LS2 9JT, UK,DocID: 1qU5n - View Document |