亚洲网紅露点

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theorem

[ thee-er-uhm, theer-uhm ]

noun

  1. Mathematics. a theoretical proposition, statement, or formula embodying something to be proved from other propositions or formulas.
  2. a rule or law, especially 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.


theorem

/ 藞胃瑟蓹r蓹m; 藢胃瑟蓹r蓹藞m忙t瑟k; 藢胃瑟蓹藞r蓻m瑟k /

noun

  1. maths logic a statement or formula that can be deduced from the axioms of a formal system by means of its rules of inference
鈥淐ollins English Dictionary 鈥 Complete & Unabridged鈥 2012 Digital Edition 漏 William Collins Sons & Co. Ltd. 1979, 1986 漏 HarperCollins Publishers 1998, 2000, 2003, 2005, 2006, 2007, 2009, 2012

theorem

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

theorem

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

  • 藢迟丑别辞谤别藞尘补迟颈肠补濒濒测, adverb
  • theorematic, adjective
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Other 亚洲网紅露点 Forms

  • 迟丑别路辞路谤别路尘补迟路颈肠 [thee-er-, uh, -, mat, -ik, theer-, uh, -], adjective
  • 迟丑别顎卭路谤别路尘补迟顎僫路肠补濒路濒测 adverb
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亚洲网紅露点 History and Origins

Origin of theorem1

1545鈥55; < Late Latin 迟丑别艒谤脓尘补 < Greek 迟丑别峁搑脓尘补 spectacle, hence, subject for contemplation, thesis (to be proved), equivalent to 迟丑别艒谤脓-, variant stem of 迟丑别艒谤别卯苍 to view + -ma noun suffix
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亚洲网紅露点 History and Origins

Origin of theorem1

C16: from Late Latin 迟丑别艒谤脓尘补, from Greek: something to be viewed, from 迟丑别艒谤别颈苍 to view
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Example Sentences

Examples have not been reviewed.

The Bell theorem refers to how entangled electrons are predicted by quantum mechanics, making them non-local 鈥 often referred to as 鈥渟pooky action at a distance.鈥

From

Known as the "infinite monkey theorem", the mathematical thought-experiment has long been used to explain the principles of probability and randomness.

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Participants worked through undergraduate-level mathematical theorems with the assistance of an LLM and were asked to rate each individual LLM response for correctness and helpfulness.

From

He and Qin found, however, that this is not correct because the theorem does not take into account, mathematically, that photon electric fields can rotate.

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They are telling a story, not proving a theorem in geometry.

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