Kronecker limit formula for real quadratic number fields (III)  

Kronecker limit formula for real quadratic number fields (Ⅲ)

作　　者：陆洪文 纪春岗 焦荣政 

出　　处：《Science China Mathematics》2001年第9期1132-1138,共7页中国科学：数学（英文版）

基　　金：partly supported by the National Natural Science Foundation of China ( Grant No. 19531020) ; a Tian Yuan-Area-Grant.

摘　　要：For a kind of L-function of the real quadratic number fields, we prove a Kronecker limit formula which generalized a result of Hecke. And taking an example we give an interesting identity on a fundamental unit of such a field.For a kind ofL-function of the real quadratic number fields, we prove a Kronecker limit formula which generalized a result of Hecke. And taking an example we give an interesting identity on a fundamental unit of such a field

关 键 词：quadratic number tields Kronecker limit formula Dedekind η-function Dirichlet character η-functions Eisenstein series 

分 类 号：O156[理学—数学]