Axiom
Definition
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.
Bilingual Equivalents
- Axiom
Grammatical & Source Details
| Inflection Type | Archaic masculine noun, presenting specific singular and plural historical endings. |
| Formation | Primary phonetic variant originating from the direct adaptation of the Greek etymon 'axioma' into a masculine format within old manuscripts. |
| Spelling / Pronunciation | [ak.si.ˈom] |
| Source | Lexicon of Historical Scientific Terminology and Logical Deductive Foundations |
Contextual Usage Examples
RO: În traducerea veche a geometriei lui Euclid, fiecare axiom era prezentat clar la începutul capitolului.
EN: In the old translation of Euclid's geometry, each axiom was clearly presented at the beginning of the chapter.
RO: Filozoful se baza pe un axiom incontestabil pentru a-și construi întreaga demonstrație metafizică.
EN: The philosopher relied on an uncontestable axiom to construct his entire metaphysical demonstration.
RO: Acest text din secolul al XVII-lea folosește termenul axiom în loc de forma modernă feminină a cuvântului.
EN: This 17th-century text uses the term axiom instead of the modern feminine form of the word.
Idioms & Phrases
Un axiom logic / A logical axiom
RO: Principiu de bază imuabil care nu poate fi contrazis într-un sistem rațional structural.
EN: An immutable basic principle that cannot be contradicted within a structural rational system.
Sistem de axiomi / System of axioms
RO: Ansamblul postulatelor arhaice luate ca premisă pentru generarea regulilor științifice secundare.
EN: The assembly of archaic postulates taken as a premise for generating secondary scientific rules.
Validitate de axiom / Axiom validity
RO: Proprietate a unui enunț structural de a fi recunoscut instant ca adevărat, fără experimente.
EN: The property of a structural statement to be instantly recognized as true without experiments.
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