@article{oai:kanazawa-u.repo.nii.ac.jp:00055681,
 author = {Yamashita, Hiroshi},
 issue = {13},
 journal = {金沢大学人間社会研究域学校教育系紀要, Bulletin of the Faculty of Education},
 month = {Mar},
 note = {Let k be a real quadratic field. Let a be an integer of k and m be a pos­itive rational integer. Denote by ζ((a), (m), s) be a partial zeta function associated to a ray class containing the principal ideal (a) which is defined with a conductor 
(m). We give a formula of the value of ζ((a), (m), -1) by means of the modifica— tion of the sum defined by L. Carlitz, c.f. [2]. It is an analogue to the generalized Dedekind sum defined in [6].},
 pages = {209--216},
 title = {On the value at s=-1 of partial zeta functions for ray classes of real quadratic field},
 year = {2021}
}