Showing posts with label axiom. Show all posts
Showing posts with label axiom. Show all posts

Wednesday, November 9, 2011

The Axiom of Mathematics

The word axiom comes from the Greek αξιωμα (axioma), whichis to be considered valuable or appropriate or deemed self-evident. This word comes from αξιοειν (axioein), which is to be considered valuable, which is then derived from αξιος (Axios),which means precious. Among the many Greek philosophers, anaxiom is a statement that can be seen the truth, without any proof.The word axiom is also understood in mathematics. However, theaxioms in mathematics does not mean that self-evidentproposition. Rather, the starting point of the system logic. For example, 1 +1 = 2. Another name of the axiom is postulate. Anaxiom is the basis of formal logic system which, together withinference rules defining logic.

sources:
http://id.wikipedia.org/wiki/Aksioma