Sentence examples for matrices for propositional from inspiring English sources

Boolean algebras correspond to matrices for propositional logic.

First, using an unpublished method of Lindenbaum explained to him by Tarski which holds for systems that have the rule of Substitution for propositional variables, McKinsey shows that there is an S2-characteristic matrix M = (K, D, −, *, ×) that does not satisfy condition (iii) and is therefore non-normal.

These stand for propositional functions.

The axioms for propositional logic.

A new framework for propositional merging is presented.

Moreover, they explained how to generalize the Kripkean model theory for propositional modal logic in order to accommodate the presence of propositional quantification.

For it collapses the orders for propositional functions of type 1.

It is particularly effective for propositional calculus, at which Łukasiewicz and his students excelled.

This thesis is an expression of the law of extensionality for propositional expressions.

Kripke semantics for propositional modal logic is, by now, a very familiar thing.

(I also assume a straightforward semantics for propositional attitudes without hidden indexicals or tacit quantification).