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Rudiment vs Axiom - What's the difference?

rudiment | axiom | Related terms |

Rudiment is a related term of axiom.


As nouns the difference between rudiment and axiom

is that rudiment is a fundamental principle or skill, especially in a field of learning (often in the plural) while axiom is axiom.

rudiment

Noun

(en noun)
  • A fundamental principle or skill, especially in a field of learning (often in the plural).
  • We learn the rudiments of thermodynamics next week.
  • * Shakespeare
  • This boy is forest-born, / And hath been tutored in the rudiments / Of many desperate studies.
  • Something in an undeveloped form (often in the plural).
  • I have the rudiments of an escape plan.
  • * Milton
  • But I will bring thee where thou soon shalt quit / Those rudiments , and see before thine eyes / The monarchies of the earth.
  • * I. Taylor
  • The single leaf is the rudiment of beauty in landscape.
  • (biology) A body part that no longer has a function
  • (music) In percussion, one of a selection of basic drum patterns learned as an exercise.
  • Hypernyms

    * (biology) vestigiality

    Derived terms

    * rudimental * rudimentary

    axiom

    English

    (wikipedia axiom)

    Noun

  • (en noun); also axiomata (though, becoming less common and sometimes considered archaic)
  • (philosophy) A seemingly which cannot actually be proved or disproved.
  • * '>citation
  • (mathematics, logic, proof theory) A fundamental of theorems. Examples: "Through a pair of distinct points there passes exactly one straight line", "All right angles are congruent".
  • *
  • The axioms read as follows. For every composable pair f'' and ''g'' the composite f \circ g goes from the domain of ''g'' to the codomain of ''f''. For each object ''A'' the identity arrow 1_A goes from ''A'' to ''A . Composing any arrow with an identity arrow (supposing that the two are composable) gives the original arrow. And composition is associative.
  • An established principle in some artistic practice or science that is universally received.
  • The axioms of political economy cannot be considered absolute truths.

    Synonyms

    * (now rare)

    Hypernyms

    * (in logic) well-formed formula, wff, WFF

    Hyponyms

    * (in mathematics) * (in mathematics) * (in mathematics)

    Holonyms

    * (in logic) formal system

    Derived terms

    *

    See also

    (other terms of interest) * conjecture * corollary * demonstration * hypothesis * law * lemma * porism * postulate * premise * principle * proof * proposition * theorem * theory * truism