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Shintani zeta function : ウィキペディア英語版 | Shintani zeta function
In mathematics, a Shintani zeta function or Shintani L-function is a generalization of the Riemann zeta function. They were first studied by . They include Hurwitz zeta functions, Barnes zeta functions, and Witten zeta functions as special cases. ==Definition== The Shintani zeta function of (''s''1, ..., ''s''''k'') is given by : where each ''L''''j'' is an inhomogeneous linear function of (''n''1, ... ,''n''''m''). The special case when ''k'' = 1 is the Barnes zeta function.
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