false+logic
91DJ Logic — performing at Vail Snow Daze Background information Birth name Jason Kibler …
92Linear temporal logic — (LTL) is a modal temporal logic with modalities referring to time. In LTL, one can encode formulae about the future of paths such as that a condition will eventually be true, that a condition will be true until another fact becomes true,… …
93Laws of classical logic — The laws of classical logic are a small collection of fundamental sentences of propositional logic and Boolean algebra, from which may be derived all true sentences in both of these elementary formal systems.The syntax of the laws of classical… …
94Ω-logic — Not to be confused with ω logic. In set theory, Ω logic is an infinitary logic and deductive system proposed by W. Hugh Woodin (1999) as part of an inquiry into non specific large cardinal axioms and the determinacy of corresponding… …
95Definitions of Logic — Most treatises on logic begin with a discursion on the difficulty of defining the subject. Nevertheless, a definition is felt to be necessary. Here is a short summary of Definitions of logic that logicians throughout history have attempted,… …
96Linear temporal logic — Lineare temporale Logik (LTL oder Linear temporal logic) ist ein Modell temporaler Logik mit zeitlichen Modalitäten. In LTL, können Formeln über die Zukunft von Pfaden aufgestellt werden, wie dass eine Bedingung irgendwann wahr wird, eine… …
97Clause (logic) — For other uses, see Clause (disambiguation). In logic, a clause is a finite disjunction of literals.[1] Clauses are usually written as follows, where the symbols li are literals: In some cases, clauses are written (or defined) as sets of literals …
98classical logic — noun A kind of logic based on the principle that each assertion has a truth value of either true or false , but not both. The Lindenbaum Tarski algebra of propositional classical logic is a Boolean algebra. Ant: non classical logic,… …
99Independence (mathematical logic) — In mathematical logic, a sentence sigma; is called independent of a given first order theory T if T neither proves nor refutes sigma;; that is, it is impossible to prove sigma; from T , and it is also impossible to prove from T that sigma; is… …
100many-valued logic — A logic that acknowledges more than the two classical truth values of truth and falsity. Intermediate values may be motivated by the demands of vagueness, of avoiding the logical paradoxes, and of avoiding the view that future contingent… …
