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Ideal Class Groups and Subgroups of Real Quadratic Function Fields
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作者 张贤科 王鲲鹏 《Tsinghua Science and Technology》 SCIE EI CAS 2000年第4期372-373,共2页
In this paper, we study the real quadratic function fields K=k(D), given a necessary and sufficient condition for the ideal class group H(K) of any real quadratic function field K to have a cyclic subgroup of order n,... In this paper, we study the real quadratic function fields K=k(D), given a necessary and sufficient condition for the ideal class group H(K) of any real quadratic function field K to have a cyclic subgroup of order n, and obtained eight series of such fields. The ideal class numbers h(O K) of K in the series all have a factor n.[ 展开更多
关键词 algebraic function fields quadratic function field ideal class group continued fractid
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