<--- Back to Details
First PageDocument Content
Logic / Mathematical logic / Abstraction / Syntax / Propositional calculus / Non-classical logic / Boolean algebra / Matrix / Well-formed formula / Proposition / Tautology / First-order logic
Date: 2011-12-23 03:20:07
Logic
Mathematical logic
Abstraction
Syntax
Propositional calculus
Non-classical logic
Boolean algebra
Matrix
Well-formed formula
Proposition
Tautology
First-order logic

Microsoft PowerPoint - Dissvortrag-Version_2007-11-08_online.ppt

Add to Reading List

Source URL: www.ruedi-arnold.com

Download Document from Source Website

File Size: 958,99 KB

Share Document on Facebook

Similar Documents

Some Handy Probability Facts Mike Titelbaum and Alan H´ajek • Kolmogorov’s probability axioms (sentential form): 1. Non-negativity: For any sentence p, P(p) ≥ 0. 2. Normality: For any tautology T, P(T) = 1.

DocID: 1ulAN - View Document

logical verificationexercises 1 prop1 and simply typed λ-calculus Exercise 1. a. Show that (B → (A → B) → C) → B → C is a tautology. b. Give the type derivation in simply typed λ-calculus correspon

DocID: 1rM3D - View Document

Logic / Logical connectives / Propositional calculus / Material conditional / Negation / Truth table / Logical biconditional / Truth function / Exclusive or / Truth value / Tautology / Universal quantification

3 Semantics for Sentential Logic 1 Truth-functions Now that we know how to recover the sentential logical form of an English argument from the argument itself, the next step is to develop a technique for testing argumen

DocID: 1r1Jr - View Document

Logic / Mathematical logic / Abstraction / Proof theory / Propositional calculus / Predicate logic / Logical truth / First-order logic / Tautology / Existential graph / Cut-elimination theorem / Well-formed formula

Some Notes on Proofs with Alpha Graphs Frithjof Dau Technische Universit¨ at Dresden, Dresden, Germany

DocID: 1r1sv - View Document

Logic / Mathematical logic / Semantics / Boolean algebra / Propositional calculus / Model theory / Truth table / Many-valued logic / Interpretation / Logical connective / ukasiewicz logic / Tautology

Microsoft Word - IBSAlgorithms.doc

DocID: 1qw3g - View Document