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"introduction to the gamma function".
"introduction to the gamma function".
Last Update: 2016-03-03
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un tratamiento elegante de este teorema se puede encontrar en el libro de emil artin "the gamma function", el cual ha sido reeditado por la ams en una colección de escritos de artin.
an elegant treatment of this theorem is in artin's book "the gamma function", which has been reprinted by the ams in a collection of artin's writings.
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== véase también ==* función de bessel–clifford* distribución gamma inversa==referencias==* thomas schmelzer & lloyd n. trefethen, computing the gamma function using contour integrals and rational approximations* mette lund, an integral for the reciprocal gamma function* milton abramowitz & irene a. stegun, "handbook of mathematical functions with formulas, graphs, and mathematical tables"
==see also==* bessel–clifford function* inverse-gamma distribution==references==* thomas schmelzer & lloyd n. trefethen, computing the gamma function using contour integrals and rational approximations* mette lund, an integral for the reciprocal gamma function* milton abramowitz & irene a. stegun, "handbook of mathematical functions with formulas, graphs, and mathematical tables"* eric w. weisstein, "gamma function", mathworld
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