theorem

[ thee-er-uh m, theer-uh m ]
/ ˈθi ər əm, ˈθɪər əm /

noun

Mathematics. a theoretical proposition, statement, or formula embodying something to be proved from other propositions or formulas.
a rule or law, especially one expressed by an equation or formula.
Logic. a proposition that can be deduced from the premises or assumptions of a system.
an idea, belief, method, or statement generally accepted as true or worthwhile without proof.

Origin of theorem

1545–55; < Late Latin theōrēma < Greek theṓrēma spectacle, hence, subject for contemplation, thesis (to be proved), equivalent to theōrē-, variant stem of theōreîn to view + -ma noun suffix

OTHER WORDS FROM theorem

the·o·re·mat·ic [thee-er-uh-mat-ik, theer-uh-] /ˌθi ər əˈmæt ɪk, ˌθɪər ə-/, adjective the·o·re·mat·i·cal·ly, adverb

Example sentences from the Web for theorem

British Dictionary definitions for theorem

theorem
/ (ˈθɪərəm) /

noun

maths logic a statement or formula that can be deduced from the axioms of a formal system by means of its rules of inference

Derived forms of theorem

theorematic (ˌθɪərəˈmætɪk) or theoremic (ˌθɪəˈrɛmɪk), adjective theorematically, adverb

Word Origin for theorem

C16: from Late Latin theōrēma, from Greek: something to be viewed, from theōrein to view

Medical definitions for theorem

theorem
[ thēər-əm, thîrəm ]

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.

Scientific definitions for theorem

theorem
[ thēər-əm, thîrəm ]

A mathematical statement whose truth can be proved on the basis of a given set of axioms or assumptions.

Cultural definitions for theorem

theorem
[ (thee-uh-ruhm, theer-uhm) ]

A statement in mathematics that is not a basic assumption, such as an axiom, but is deduced (see deduction) from basic assumptions.