Difference between revisions of "Pochhammer"

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m (Tom moved page Pochhammer symbol to Pochhammer)
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$$(a)_n=a(a+1)(a+2)\ldots(a+n-1)=\dfrac{\Gamma(a+n)}{\Gamma(a)},$$
 
$$(a)_n=a(a+1)(a+2)\ldots(a+n-1)=\dfrac{\Gamma(a+n)}{\Gamma(a)},$$
 
where $\Gamma$ denotes the [[gamma function]].
 
where $\Gamma$ denotes the [[gamma function]].
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=References=
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[http://dualaud.net/specialfunctionswiki/abramowitz_and_stegun-1.03/page_256.htm Abramowitz and Stegun]

Revision as of 07:36, 8 February 2015

$$(a)_0 = 1$$ $$(a)_n=a(a+1)(a+2)\ldots(a+n-1)=\dfrac{\Gamma(a+n)}{\Gamma(a)},$$ where $\Gamma$ denotes the gamma function.

References

Abramowitz and Stegun