Aksioomapohjaisuus
Aksioomapohjaisuus, often translated as axiom-based or foundational approach, refers to a philosophical or methodological stance where a system of knowledge or reasoning is built upon a set of fundamental, self-evident truths or axioms. These axioms are considered to be beyond proof or dispute within the context of the system. From these foundational principles, all other propositions and conclusions are derived through logical deduction.
This approach is prominently seen in mathematics, particularly in Euclidean geometry, where postulates (axioms) serve as
The strength of an axiom-based approach lies in its rigor and clarity. If the axioms are sound