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- Q4201931 subject Q6456697.
- Q4201931 subject Q7009906.
- Q4201931 abstract "In mathematics, a Barnes integral or Mellin–Barnes integral is a contour integral involving a product of gamma functions. They were introduced by Ernest William Barnes (1908, 1910). They are closely related to generalized hypergeometric series.The integral is usually taken along a contour which is a deformation of the imaginary axis passing to the left of all poles of factors of the form Γ(a + s) and to the right of all poles of factors of the form Γ(a − s).".
- Q4201931 wikiPageWikiLink Q1062958.
- Q4201931 wikiPageWikiLink Q1434658.
- Q4201931 wikiPageWikiLink Q155381.
- Q4201931 wikiPageWikiLink Q190573.
- Q4201931 wikiPageWikiLink Q5532481.
- Q4201931 wikiPageWikiLink Q6456697.
- Q4201931 wikiPageWikiLink Q7009906.
- Q4201931 wikiPageWikiLink Q7269300.
- Q4201931 wikiPageWikiLink Q753375.
- Q4201931 wikiPageWikiLink Q856103.
- Q4201931 wikiPageWikiLink Q912887.
- Q4201931 comment "In mathematics, a Barnes integral or Mellin–Barnes integral is a contour integral involving a product of gamma functions. They were introduced by Ernest William Barnes (1908, 1910). They are closely related to generalized hypergeometric series.The integral is usually taken along a contour which is a deformation of the imaginary axis passing to the left of all poles of factors of the form Γ(a + s) and to the right of all poles of factors of the form Γ(a − s).".
- Q4201931 label "Barnes integral".