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Definition of ordered pair in English: ordered pairnoun Mathematics A pair of elements a, b having the property that (a, b) = (u, v) if and only if a = u, b = v. Example sentencesExamples - The first number in the ordered pairs for each outcome is the payoff to the row player, the second number the payoff to the column player.
- On 4 November 1833 Hamilton read a paper to the Royal Irish Academy expressing complex numbers as algebraic couples, or ordered pairs of real numbers.
- In 1814 Argand had represented the complex numbers as points on the plane, that is as ordered pairs of real numbers.
- His work in set theory considered a function as a set of ordered pairs and this made the function notion as proposed by Frege, Charles Peirce and Schröder redundant.
- In addition to his work on geometry, Bolyai developed a rigorous geometric concept of complex numbers as ordered pairs of real numbers.
Definition of ordered pair in US English: ordered pairnoun Mathematics A pair of elements a, b having the property that (a, b) = (u, v) if and only if a = u, b = v. Example sentencesExamples - In 1814 Argand had represented the complex numbers as points on the plane, that is as ordered pairs of real numbers.
- His work in set theory considered a function as a set of ordered pairs and this made the function notion as proposed by Frege, Charles Peirce and Schröder redundant.
- In addition to his work on geometry, Bolyai developed a rigorous geometric concept of complex numbers as ordered pairs of real numbers.
- On 4 November 1833 Hamilton read a paper to the Royal Irish Academy expressing complex numbers as algebraic couples, or ordered pairs of real numbers.
- The first number in the ordered pairs for each outcome is the payoff to the row player, the second number the payoff to the column player.
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