#self evident truth

• Axiom — An archaic, regional variant or a simplified linguistic form for the neuter noun 'axiomă' (axiom), defining a fundamental truth, self-evident in itself, which requires no proof and serves as a structural starting point in building a scientific theory or a deductive system. In old mathematical or philosophical texts, the term was utilized as a stable logical pillar from which secondary theorems and propositions were rigorously deduced.
• Axiom — A graphic form or regional and archaic variant without diacritics for the neuter noun 'axiomă' (axiom), representing a fundamental truth, self-evident in itself, which requires no experimental or deductive proof and serves as a logical structural foundation for building a scientific or mathematical theory. This conceptual pillar guides subsequent deductions, ensuring stability and deep coherence to the entire assembly of derived theorems and propositions.
• Axiomatic — Having the character of an axiom, regarding axioms, or based on a formalized system of axioms. In a broad and scientific sense, it describes a rigorous deductive method through which an entire body of knowledge is logically structured starting exclusively from fundamental propositions admitted without proof, ensuring precise derivation, conceptual balance, and indisputable mathematical validity.