Definition of Legendre coefficient in English:

Legendre coefficient

(also Legendre's coefficient)

noun

Mathematics

Any of various coefficients, appearing in certain mathematical expressions, associated with Legendre; (in early use specifically) = Legendre polynomial.

Late 19th century; earliest use found in Isaac Todhunter (1820–1884), mathematician and historian of mathematics.

(also Legendre's coefficient)

noun

Mathematics

Any of various coefficients, appearing in certain mathematical expressions, associated with Legendre; (in early use specifically) = Legendre polynomial.

Late 19th century; earliest use found in Isaac Todhunter (1820–1884), mathematician and historian of mathematics.

单词	Legendre coefficient
释义	Definition of Legendre coefficient in English: Legendre coefficient (also Legendre's coefficient) noun Mathematics Any of various coefficients, appearing in certain mathematical expressions, associated with Legendre; (in early use specifically) = Legendre polynomial. Origin Late 19th century; earliest use found in Isaac Todhunter (1820–1884), mathematician and historian of mathematics. Definition of Legendre coefficient in US English: Legendre coefficient (also Legendre's coefficient) noun Mathematics Any of various coefficients, appearing in certain mathematical expressions, associated with Legendre; (in early use specifically) = Legendre polynomial. Origin Late 19th century; earliest use found in Isaac Todhunter (1820–1884), mathematician and historian of mathematics.
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