该文结合自己多年的实际经验从自动物料输运系统的设计制造、控制、新技术应用、逻辑软件等方面引出解决高世代面板企业甚或半导体企业在生产过程中提高卡匣搬送的准确度和搬送效率,减少IDEL TIM E,减少MO(Mi ss Operation),优化结构的...该文结合自己多年的实际经验从自动物料输运系统的设计制造、控制、新技术应用、逻辑软件等方面引出解决高世代面板企业甚或半导体企业在生产过程中提高卡匣搬送的准确度和搬送效率,减少IDEL TIM E,减少MO(Mi ss Operation),优化结构的方法。同时给正在建厂技术交流或在力于在高世代基板自动物料输运系统设计和技术开发的国内相关厂商提供借鉴,少走些弯路。展开更多
Let G be the semidirect product A1 ■ A of the adeles and the norm 1 ideles of a global field k. Let г be the discrete subgroup kx ■ k. In this paper the trace formula for this setting is established and used to giv...Let G be the semidirect product A1 ■ A of the adeles and the norm 1 ideles of a global field k. Let г be the discrete subgroup kx ■ k. In this paper the trace formula for this setting is established and used to give the complete decomposition of the G-representation on L2(г\G). It turns out that every character of the norm-1 idele class group gives a one dimensional isotype and the complement of those consists of one irreducible representation.展开更多
Here we show that Rubin’s method of the use of two Euler systems to the proofs of Iwasawa main conjectures of the rational number field and of an imaginary quadratic field is only proper to these two kinds of number ...Here we show that Rubin’s method of the use of two Euler systems to the proofs of Iwasawa main conjectures of the rational number field and of an imaginary quadratic field is only proper to these two kinds of number fields. We mainly use the properties of adéle ring and idéle group in class field theory to get the result.展开更多
文摘该文结合自己多年的实际经验从自动物料输运系统的设计制造、控制、新技术应用、逻辑软件等方面引出解决高世代面板企业甚或半导体企业在生产过程中提高卡匣搬送的准确度和搬送效率,减少IDEL TIM E,减少MO(Mi ss Operation),优化结构的方法。同时给正在建厂技术交流或在力于在高世代基板自动物料输运系统设计和技术开发的国内相关厂商提供借鉴,少走些弯路。
文摘Let G be the semidirect product A1 ■ A of the adeles and the norm 1 ideles of a global field k. Let г be the discrete subgroup kx ■ k. In this paper the trace formula for this setting is established and used to give the complete decomposition of the G-representation on L2(г\G). It turns out that every character of the norm-1 idele class group gives a one dimensional isotype and the complement of those consists of one irreducible representation.
文摘Here we show that Rubin’s method of the use of two Euler systems to the proofs of Iwasawa main conjectures of the rational number field and of an imaginary quadratic field is only proper to these two kinds of number fields. We mainly use the properties of adéle ring and idéle group in class field theory to get the result.
