 全文文献 工具书 数字 学术定义 翻译助手 学术趋势 更多   ambiguous ideal 的翻译结果: 查询用时：0.006秒 在分类学科中查询 所有学科 数学 更多类别查询 历史查询  ambiguous ideal  自共轭理想
 Let K/k be a quadratic extension of the rational function field k=F_q(l)of characteristic different from 2.The followings are exhibited exp-licitly:all the ambiguous ideal classes(=ideal classes equal their conjuga-tes)of K,including those containing no ambiguous ideal; 设k=F_q(l)为有理函数域,K 为其二次扩张,特证不为2.本文明显给出以下结果:K 的所有自共轭理想类,包括不含自共轭理想的那些; 短句来源 相似匹配句对
 On Ideal 论理想 短句来源 An ambiguous distance——the ideal distance in artistic creation 不即不离——艺术创造中的理想距离 短句来源 ON THE BIORDER-IDEAL 关于双序理想 短句来源 An ambiguous distance should be the ideal artistic psychological distance. 不即不离是艺术创造最理想的心理距离。 短句来源 On the Ambiguous Phenomenon in Grammar 语法里的歧义现象 短句来源 查询“ambiguous ideal”译词为用户自定义的双语例句

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 Let K/Q be a cyclic tamely ramified extension of degree 6, then any ambiguous ideal of K has a normal basis. Let K/k be a quadratic extension of the rational function field k=F_q(l)of characteristic different from 2.The followings are exhibited exp-licitly:all the ambiguous ideal classes(=ideal classes equal their conjuga-tes)of K,including those containing no ambiguous ideal;the 2-rank of theideal class group of K;necessary and sufficient conditions for the classnumber h to be odd;and a table dividing fields K into six classes.Theseresults contain corresponding results obtained by Artin~ for imaginaryquadratic... Let K/k be a quadratic extension of the rational function field k=F_q(l)of characteristic different from 2.The followings are exhibited exp-licitly:all the ambiguous ideal classes(=ideal classes equal their conjuga-tes)of K,including those containing no ambiguous ideal;the 2-rank of theideal class group of K;necessary and sufficient conditions for the classnumber h to be odd;and a table dividing fields K into six classes.Theseresults contain corresponding results obtained by Artin~ for imaginaryquadratic function fields.The theory is an extensive analogue of the clas-sical genus theory for quadratic number fields developed by Gauss andHasse,which divides number fields into four classes. 设k=F_q(l)为有理函数域,K 为其二次扩张,特证不为2.本文明显给出以下结果:K 的所有自共轭理想类,包括不含自共轭理想的那些;K 的理想类群的2—秩r_2(K);类数h 为奇数的充分必要条件以及一张把域K 分为六类的分类表.特别,若K=k((?)),D(t)∈F_(?)[t]的不可约因子个数为s,则r_2(K)=s-2(当K 实且D(t)有奇次因子)或s(当K 虚且D()无奇次因子)或s-1(其余(?)形).这些结果包含Artin 是于虚二次函数域的相应结果,完整地把Gaass 和Hasse 等发展起来的二次数域的经典Genus 理论拓展到了二次函数域.在数域的情形域是分为四类. 相关查询

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