<--- Back to Details
First PageDocument Content
Predicate logic / Quantification / Philosophical logic / Mathematical logic / Model theory / Modal logic / Predicate / FO / Axiom / First-order logic / Quantifier / Existential quantification
Date: 2002-03-26 18:10:07
Predicate logic
Quantification
Philosophical logic
Mathematical logic
Model theory
Modal logic
Predicate
FO
Axiom
First-order logic
Quantifier
Existential quantification

FIRST ORDER THEORIES OF INDIVIDUAL CONCEPTS AND PROPOSITIONS John McCarthy, Stanford University 2000 Oct 31, 10:36 a.m. Abstract

Add to Reading List

Source URL: www-formal.stanford.edu

Download Document from Source Website

File Size: 209,72 KB

Share Document on Facebook

Similar Documents

A Relational Modal Logic for Higher-Order Stateful ADTs (Technical Appendix) Derek Dreyer   Georg Neis

A Relational Modal Logic for Higher-Order Stateful ADTs (Technical Appendix) Derek Dreyer Georg Neis

DocID: 1vj1H - View Document

1  2 Avicenna sets up a modal logic with a Kripke semantics

1 2 Avicenna sets up a modal logic with a Kripke semantics

DocID: 1uVyg - View Document

100  Book Reviews This much carries over to Hale’s possibility semantics. Hale’s metaphysics motivates adopting a hybrid modal logic. Where n is a

100 Book Reviews This much carries over to Hale’s possibility semantics. Hale’s metaphysics motivates adopting a hybrid modal logic. Where n is a

DocID: 1uUMQ - View Document

Modal Logic and Invariance Johan van Benthem Denis Bonnay  Abstract

Modal Logic and Invariance Johan van Benthem Denis Bonnay Abstract

DocID: 1uOtj - View Document

Non-Well-Founded Proofs for Modal Grzegorczyk Logic Yury Savateev 1

Non-Well-Founded Proofs for Modal Grzegorczyk Logic Yury Savateev 1

DocID: 1uJwG - View Document