m, theer-uh
m]
| 1. | Mathematics. a theoretical proposition, statement, or formula embodying something to be proved from other propositions or formulas. |
| 2. | a rule or law, esp. one expressed by an equation or formula. |
| 3. | Logic. a proposition that can be deduced from the premises or assumptions of a system. |
| 4. | an idea, belief, method, or statement generally accepted as true or worthwhile without proof. |
A statement in mathematics that is not a basic assumption, such as an axiom, but is deduced (see deduction) from basic assumptions.
theorem the·o·rem (thē'ər-əm, thēr'əm)
n.
An idea that is demonstrably true or is assumed to be so.
A mathematical proposition that has been or is to be proved on the basis of explicit assumptions.
| theorem (thē'ər-əm, thîr'əm) Pronunciation Key
A mathematical statement whose truth can be proved on the basis of a given set of axioms or assumptions. |