Hamkins on the Multiverse Peter Koellner May 1, 2013 Universal skepticism, though logically irrefutable, is practically barren; it can only,

Source URL: logic.harvard.edu

SECOND-ORDER LOGIC, OR: HOW I LEARNED TO STOP WORRYING AND LOVE THE INCOMPLETENESS THEOREMS ETHAN JERZAK Abstract. First-order logic enjoys a nearly universal status as the language in which mathematics is done—or at l

Source URL: www.math.uchicago.edu

c Peter King & Stewart Shapiro, The Oxford Companion to Philosophy (OUP 1995), 496–500. THE HISTORY OF LOGIC Aristotle was the first thinker to devise a logical system. He drew upon the emphasis on universal definition

Source URL: individual.utoronto.ca

A Non-monotonic Extension of Universal Moral Grammar Theory Gert-Jan Munneke () Institute for Logic, Language and Computation University of Amsterdam 107 Science Park, Amsterdam, 1090 GE The Netherlands

Source URL: mindmodeling.org

Journal of Universal Computer Science, vol. 22, no), submitted: 6/1/16, accepted: , appeared: 1/8/16 © J.UCS A Domain Reasoner for Propositional Logic Josje Lodder (Open University of The Nethe

Source URL: www.jucs.org

Quantitative Domains, Groupoids and Linear Logic Paul Taylor 1989 Abstract We introduce the notion of a candidate for “multiple valued universal constructions” and define stable functors (which generalise functors wi

Source URL: www.paultaylor.eu

Annotating Underquantification Aurelie Herbelot University of Cambridge Cambridge, United Kingdom

Source URL: www.cl.cam.ac.uk

• Quantification
• Semantics
• Logic
• Linguistics
• Abstraction
• Quantifier
• Logical Form
• Existential quantification
• Uniqueness quantification
• Universal quantification
• Chess annotation symbols
• Treebank

Categorematic Unreducible Polyadic Quantifiers in Lexical Resource Semantics Frank Richter Goethe Universität Frankfurt a.M. HeadLex 2016, Warsaw

Source URL: nlp.ipipan.waw.pl

• Quantification
• Logic
• Semantics
• Abstraction
• Predicate logic
• Finite model theory
• Philosophical logic
• Quantifier
• Universal quantification
• FO

RDP 2015, Jun. 30, 2015, WCMCS, Warsaw. From syntax to semantics of Dependent Type Theories - Formalized by Vladimir Voevodsky

Source URL: rdp15.mimuw.edu.pl

• Mathematics
• Academia
• Mathematical logic
• Type theory
• Abstract algebra
• Logic in computer science
• Mathematical structures
• Formal methods
• Intuitionistic type theory
• Expression
• Lambda calculus
• Universal algebra