Definition of Legendre symbol in English:

Legendre symbol

(also Legendre's symbol)

noun

Mathematics

A function, denoted (a | p), whose value for a whole number a and an odd prime number p is the remainder left when a to the power (p − 1)/2 is divided by p; the value taken by this function for given values of a and p.

Mid 19th century; earliest use found in Reports of the British Association for the Advancement of Science.

(also Legendre's symbol)

noun

Mathematics

A function, denoted (a | p), whose value for a whole number a and an odd prime number p is the remainder left when a to the power (p − 1)/2 is divided by p; the value taken by this function for given values of a and p.

Mid 19th century; earliest use found in Reports of the British Association for the Advancement of Science.

单词	Legendre symbol
释义	Definition of Legendre symbol in English: Legendre symbol (also Legendre's symbol) noun Mathematics A function, denoted (a \| p), whose value for a whole number a and an odd prime number p is the remainder left when a to the power (p − 1)/2 is divided by p; the value taken by this function for given values of a and p. Origin Mid 19th century; earliest use found in Reports of the British Association for the Advancement of Science. Definition of Legendre symbol in US English: Legendre symbol (also Legendre's symbol) noun Mathematics A function, denoted (a \| p), whose value for a whole number a and an odd prime number p is the remainder left when a to the power (p − 1)/2 is divided by p; the value taken by this function for given values of a and p. Origin Mid 19th century; earliest use found in Reports of the British Association for the Advancement of Science.
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