<--- Back to Details
First PageDocument Content
Modal logic / Philosophical logic / Predicate logic / Possibility / Actualism / Barcan formula / Universal quantification / Uniqueness quantification / QML / Mathematical logic / Logic / Quantification
Date: 2008-12-25 15:55:57
Modal logic
Philosophical logic
Predicate logic
Possibility
Actualism
Barcan formula
Universal quantification
Uniqueness quantification
QML
Mathematical logic
Logic
Quantification

Michael Nelson and Edward N. Zalta[removed]Introduction ∗

Add to Reading List

Source URL: mally.stanford.edu

Download Document from Source Website

File Size: 178,20 KB

Share Document on Facebook

Similar Documents

Annotating Underquantification Aurelie Herbelot University of Cambridge Cambridge, United Kingdom

Annotating Underquantification Aurelie Herbelot University of Cambridge Cambridge, United Kingdom

DocID: 1rl9f - View Document

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

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

DocID: 1rjZ3 - View Document

Emergency management / Disaster preparedness / Humanitarian aid / Occupational safety and health / Federal Emergency Management Agency / Universal quantification

The Local Mitigation Plan Review Tool demonstrates how the Local Mitigation Plan meets the regulation in 44 CFR §201.6 and offers States and FEMA Mitigation Planners an opportunity to provide feedback to the community.

DocID: 1rjOg - View Document

Logico-semantic Aspects of Children’s Knowledge about the Universal Quantifier: New Empirical Evidence

Logico-semantic Aspects of Children’s Knowledge about the Universal Quantifier: New Empirical Evidence

DocID: 1r8yC - View Document

PHILIPPINE RECLAMATION AUTHORITY Total No. of Members Total No. of Appointive Members 7 7

PHILIPPINE RECLAMATION AUTHORITY Total No. of Members Total No. of Appointive Members 7 7

DocID: 1r1Pl - View Document