bergmann
Tree Quiz 2
2/3/08 10 Software
Quiz 2 Applet
Your browser is not displaying the Deriver applet. Try downloading Deriver itself by clicking on the link elsewhere on the page.
Tree Tutorial 4: Predicate Logic Trees
11/4/08 10Software
Skills to be acquired in this tutorial:
To become familiar with the new rules for predicate logic trees.
Reading
M.Bergmann, J.Moor, J.Nelson, [2004] The Logic Book Chapter 9
Tutorial:
Introduction
There are further rules for predicate logic trees (which we will come to shortly).
Tutorial 18: Universal Elimination
10/24/07 10Software
Skill to be acquired:
To understand the concepts of scope, free, bound. To meet substitution and the rule for removing a Universal Quantifier.
Reading
Bergmann[2004] The Logic Book Section 10.1.
Help Q7, invalidity
Quiz 7 Invalidity
6/19/09
Quiz 7 Invalidity
[This has been done in the downloadable application, but the principles apply to the applet version also.]
Help Q7, consistency
Quiz 7 Consistency
6/19/09
Quiz 7 Consistent
[This has been done in the downloadable application, but the principles apply to the applet version also.]
Help Q7, first few tabs
Quiz 7 Satisfiability
6/19/09
Quiz 7 first few tabs
[This has been done in the downloadable application, but the principles apply to the applet version also.]
Quiz 7 [Tutorial 17]
Quiz 7.
6/19/09 10Software
Quiz 7 Applet
The later parts of this can be quite difficult, so it is configured in such a way that the bulk of the work and marks are on intermediate level material. [There is a small quantity of the more challenging material to engage the advanced students.]
Help with the semantics of free variables
12/25/06
Introduction to Free Variables
This video illustrates use of the downloadable application (and the symbol ∧ for 'and' and (∀x) for the universal quantifier, some systems use (x) for this). But, what the film depicts and explains is equally good if you happen to be using the web pages applets (or different symbols for 'and' and the universal quantifier).
Tutorial 17: The semantics of quantifiers
10Software
The Tutorial
We will certainly wish to discuss the truth and falsity of formulas with quantifiers in them.
Let us start with an Interpretation
Interpretation 1
Universe= {a,b}
F={a}