axiomatizations Definition
the process of creating or defining a system or theory based on a set of axioms or self-evident truths.
Using axiomatizations: Examples
Take a moment to familiarize yourself with how "axiomatizations" can be used in various situations through the following examples!
Example
The mathematician's work involved the axiomatization of geometry.
Example
The axiomatization of physics has been a long-standing goal of scientists.
Example
Axiomatization is an important step in the development of any formal system.
Origins of axiomatizations
from Greek 'axios' meaning 'worthy' and 'mathēma' meaning 'that which is learned'
Summary: axiomatizations in Brief
The term 'axiomatizations' [ˌæksiəmətaɪˈzeɪʃənz] refers to the process of creating or defining a system or theory based on a set of axioms or self-evident truths. It is commonly used in mathematics and science, as seen in 'The mathematician's work involved the axiomatization of geometry.' Axiomatization is an important step in the development of any formal system.
