axiómarendsüsteem
An axiom system, also known as a set of axioms or a postulate system, is a foundational concept in formal logic and mathematics. It consists of a collection of basic statements, called axioms or postulates, that are assumed to be true without proof. These axioms serve as the starting point for building a consistent and logical system. From these fundamental assumptions, a vast body of theorems and propositions can be derived through the application of established rules of inference and deduction.
The purpose of an axiom system is to provide a rigorous and unambiguous framework for a particular
Key characteristics of a well-formed axiom system include consistency, meaning it does not contain any internal