Q-gamma function
In q-analog theory, the -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 . It is given by when , and if . Here is the infinite q-Pochhammer symbol. The -gamma function satisfies the functional equation In addition, the -gamma function satisfies the q-analog of the Bohr–Mollerup theorem, which was found by Richard Askey .For non-negative integers n, The relation to the ordinary gamma function is made explicit in the limit
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Q-gamma function
In q-analog theory, the -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 . It is given by when , and if . Here is the infinite q-Pochhammer symbol. The -gamma function satisfies the functional equation In addition, the -gamma function satisfies the q-analog of the Bohr–Mollerup theorem, which was found by Richard Askey .For non-negative integers n, The relation to the ordinary gamma function is made explicit in the limit
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En matemàtiques, en la teoria ...... ia es fa explícita en el límit
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En matemática, la función q-ga ...... define de la siguiente manera:
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In q-analog theory, the -gamma ...... ee the appendix of (Andrews ).
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Inom är q-gamma funktionen en ...... q|<1 ges av En annan formel är
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En matemàtiques, en la teoria ...... ia es fa explícita en el límit
@ca
En matemática, la función q-ga ...... define de la siguiente manera:
@es
In q-analog theory, the -gamma ...... is made explicit in the limit
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Inom är q-gamma funktionen en ...... q|<1 ges av En annan formel är
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Funció q-gamma
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Función q-gamma
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Q-gamma function
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Q-gammafunktionen
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