紀要論文 On the values at zero of partial zeta functions for ray classes of a real quadratic field II.

Yamashita, Hiroshi

(9)  , pp.13 - 22 , 2017-03-25 , 金沢大学人間社会研究域学校教育系 = The Faculty of Education, College of Human and Social Science, Kanazawa University
ISSN:1883-0935
内容記述
Let k be a real quadratic field. Let o: be an integer of k and m be a positive rational integer. Denote by ((a, (m), s) be a partial zeta function associated to a ray class a containing the principal ideal (α) defined with a conductor (m). We give a formula of the value of ((a, (m), 0) by applying the Shintani method to compute special values of partial zeta functions in [2]. In this successive paper, we show a little improvement of the formula and several computational examples by using Pari/GP system.
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