hypergeometric sample - traducción al ruso
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hypergeometric sample - traducción al ruso

EQUALITIES INVOLVING SUMS OVER THE COEFFICIENTS OCCURRING IN HYPERGEOMETRIC SERIES
Hypergeometric identities; Hypergeometric term

hypergeometric sample      

математика

выборка с гипергеометрическим распределением

hypergeometric series         
SPECIAL FUNCTION DEFINED BY A HYPERGEOMETRIC SERIES
Schwarz s-map; Euler hypergeometric integral; Gauss's hypergeometric theorem; Hypergeometric equation; Hypergeometric; Hypergeometric functions; Gauss hypergeometric theorem; Gauss hypergeometric function; Kummer's formula; Kummer's quadratic transformation; Hypergeometric differential equations; Hypergeometric differential equation; Hypergeometric series; Gaussian hypergeometric series; Gauss's hypergeometric series; 2F1; Gauss's summation theorem; Gaussian hypergeometric function

общая лексика

гипергеометрический ряд

hypergeometric equation         
SPECIAL FUNCTION DEFINED BY A HYPERGEOMETRIC SERIES
Schwarz s-map; Euler hypergeometric integral; Gauss's hypergeometric theorem; Hypergeometric equation; Hypergeometric; Hypergeometric functions; Gauss hypergeometric theorem; Gauss hypergeometric function; Kummer's formula; Kummer's quadratic transformation; Hypergeometric differential equations; Hypergeometric differential equation; Hypergeometric series; Gaussian hypergeometric series; Gauss's hypergeometric series; 2F1; Gauss's summation theorem; Gaussian hypergeometric function

математика

гипергеометрическое уравнение

Definición

Sample
·noun Example; pattern.
II. Sample ·vt To make or show something similar to; to Match.
III. Sample ·vt To take or to test a sample or samples of; as, to sample sugar, teas, wools, cloths.
IV. Sample ·noun A part of anything presented for inspection, or shown as evidence of the quality of the whole; a specimen; as, goods are often purchased by samples.

Wikipedia

Hypergeometric identity

In mathematics, hypergeometric identities are equalities involving sums over hypergeometric terms, i.e. the coefficients occurring in hypergeometric series. These identities occur frequently in solutions to combinatorial problems, and also in the analysis of algorithms.

These identities were traditionally found 'by hand'. There exist now several algorithms which can find and prove all hypergeometric identities.

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