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  • The '''Riemann zeta function''' is a function very important in about the roots of the zeta function.
    9 KB (1,547 words) - 02:04, 13 January 2021
  • ...plex plane]]. A function <math>f</math> on <math>D</math> is said to be '''meromorphic''' if there are functions <math>g</math> and <math>h</math> which are [[hol
    499 bytes (87 words) - 16:41, 28 March 2009
  • The '''Gamma function''' is a generalization of the notion of a [[factorial]] to [[complex number ...an then use the identity to extend the Gamma function to a [[meromorphic]] function on the full [[complex plane]], with simple poles at the nonpositive integer
    840 bytes (137 words) - 21:26, 22 June 2009
  • ...{1-2} = -1</math>. Analytic continuations are used with the [[Riemann zeta function]], which allows us many interesting results, such as <math>\sum_{n=1}^{\inf
    1 KB (180 words) - 19:12, 19 August 2015
  • ...eta function''' is a result due to analytic continuation of [[Riemann zeta function]]: There are multiple proofs for the functional equation for Riemann zeta function, and this page presents a light-weighted approach which merely relies on th
    4 KB (682 words) - 02:56, 13 January 2021