Elliptic gamma function
In mathematics, the elliptic gamma function is a generalization of the q-gamma function, which is itself the q-analog of the ordinary gamma function. It is closely related to a function studied by , and can be expressed in terms of the triple gamma function. It is given by It obeys several identities: and where θ is the q-theta function. When , it essentially reduces to the infinite q-Pochhammer symbol:
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Elliptic gamma function
In mathematics, the elliptic gamma function is a generalization of the q-gamma function, which is itself the q-analog of the ordinary gamma function. It is closely related to a function studied by , and can be expressed in terms of the triple gamma function. It is given by It obeys several identities: and where θ is the q-theta function. When , it essentially reduces to the infinite q-Pochhammer symbol:
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Elliptiska gammafunktionen är ...... oändliga q-Pochhammersymbolen:
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En matemàtiques, la funció gam ...... l símbol q-Pochhammer infinit:
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En matemática, la función gamm ...... símbolo q-Pochhammer infinito:
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In mathematics, the elliptic g ...... infinite q-Pochhammer symbol:
@en
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Elliptiska gammafunktionen är ...... oändliga q-Pochhammersymbolen:
@sv
En matemàtiques, la funció gam ...... l símbol q-Pochhammer infinit:
@ca
En matemática, la función gamm ...... símbolo q-Pochhammer infinito:
@es
In mathematics, the elliptic g ...... infinite q-Pochhammer symbol:
@en
label
Elipsa Γ funkcio
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Elliptic gamma function
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Elliptiska gammafunktionen
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Funció gamma el·líptica
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Función gamma elíptica
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