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Q-gamma function

In q-analog theory, the q {\displaystyle q} -gamma function, or basic gamma function, is a generalization of the ordinary gamma function closely related to the double gamma function. It was introduced by Jackson (1905). It is given by Γ q ( x ) = ( 1 − q ) 1 − x ∏ n = 0 ∞ 1 − q n + 1 1 − q n + x = ( 1 − q ) 1 − x ( q ; q ) ∞ ( q x ; q ) ∞ {\displaystyle…

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Q-gamma function

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Q-gamma function

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related to Further reading · 27
Q-gamma function → Applications, Approximation, Bibcode, Birkhäuser Verlag, Boston, CA, December, Inequalities, ISBN, Ismail, Journal, Lock-gray-alt-2, Lock-green, Lock-red-alt-2, Martin, Mathematical Analysis, Mourad, Muldoon, On, Proceedings
related to Numerical computation · 3
Q-gamma function → Allasia, An, Gabutti

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displaystyle gamma function frac -gamma -1 1-q infty formula functions right doi left pi q-gamma q-analog log sqrt 10 basic

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Q-gamma functionrelated to Further readingLock-green0.60section
Q-gamma functionrelated to Further readingLock-gray-alt-20.60section
Q-gamma functionrelated to Further readingLock-red-alt-20.60section
Q-gamma functionrelated to Further readingWikisource-logo0.60section
Q-gamma functionrelated to Further readingZhang0.60section
Q-gamma functionrelated to Further readingRuiming0.60section
Q-gamma functionrelated to Further readingOn0.60section
Q-gamma functionrelated to Further readingJournal0.60section
Q-gamma functionrelated to Further readingMathematical Analysis0.60section
Q-gamma functionrelated to Further readingApplications0.60section
Q-gamma functionrelated to Further readingBibcode0.60section
Q-gamma functionrelated to Further readingS2CID0.60section

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