正則涵數 的英文怎麼說

中文拼音 [zhēnghánshǔ]
正則涵數 英文
regular function
  • : 正名詞(正月) the first month of the lunar year; the first moon
  • : Ⅰ名詞1 (規范) standard; norm; criterion 2 (規則) regulation; rule; law 3 (姓氏) a surname Ⅱ...
  • : Ⅰ動 (包含; 包容) contain Ⅱ名詞(涵洞) culvert
  • : 數副詞(屢次) frequently; repeatedly
  • 正則 : holomorphic
  1. As to e - commerce, just as " no comprehension of the advanced technical characteristics of the internet, no countermeasure " usa said in selected tax policy implications of global commerce. this part discusses the characteristics of e - commerce different from traditional commerce due to the particularity of the carrier on which e - commerce operates in order to provide the theoretical foundation for legislation of the tax rules on e - commerce and the rules " maneuverability from the technical characteristics

    對于電子商務而言,如美國在《全球電子商務選擇性稅收政策》中所說「沒有對網際網路等先進技術特徵的理解,就無法制定出相應的對策」 ,本部分從電子商務的內入手論述了由於電子商務運行載體之特殊性而造成的電子商務不同於傳統商務的特徵即電子商務交易主體的虛擬化、非中介化、交易對象的字化與國際化,以便從技術特徵方面為電子商務涉稅規的制定與所制定規的可操作性提供相應的理論基礎。
  2. The relations between basic implication algebra and implication algebra are gained when ( x, -, 0 ) is regular. from the view of lattices, some lattice properties of implication algebra and the conditions when a implication algebra is a lattice are found. 2

    特別是在條件的情形下,得到了基礎蘊與蘊之間的關系,並從格的角度給出了偏序集上蘊的某些格的性質以及使其成為格的一些條件。
  3. Results firstly the axioms of regular implication are minimized ; furthermore a method of constructing this implication is given ; finally the characterization of some regular implications with specical properies is discussed

    結果對運算元的定義進行了簡化,進而介紹了一種生成運算元的方法,最後就某些具有特殊性質的運算元進行了研究,得到了相應的函特徵。
  4. The concept of basic implication algebra and implication algebra on a partial ordered set are obtained by studying the conditions which the implicative operator in a logic system should be satisfied. then the basic properties with different conditions and the characterizes of implication algebra are given. the iff conditions of a ( basic ) implication algebra to be regular are discussed

    基於對邏輯系統中蘊運算元應滿足條件的分析,引進了偏序集上基礎蘊和偏序集上蘊的概念,得到了其在不同條件下的基本性質,給出了(基礎)蘊的特徵刻畫,以及偏序集上(基礎)蘊成為的充分必要條件。
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