associative algebra 中文意思是什麼

associative algebra 解釋
結合代數
  • associative : adj. 1. 聯合的,連帶的。2. 聯想的。3. 【數學】結合的。
  • algebra : n. 代數學。
  1. Let k be an algebraically closed field and a be a commutative associative algebra with an identity element 1

    設a是代數閉域k上具有單位元1的交換結合代數, d是由a的可交換的k -導子所張成的k -線性空間。
  2. In the second section, we will present a ring - theoretical proof for the necessary and sufficient condition for a [ d ] to be simple, as an associative algebra

    第二節給出了a [ d ]作為結合代數是單的充分必要條件的一個環論的證明。
  3. Let d be a nonzero k - vector space of commuting - derivations of a. kaim - ing zhao and yucai su studied the associative algebra a [ d ] = ak [ d ] of weyl type constructed from the pair of a commutative associative algebra. 4 and its commutative derivation subalgebra d over a field k of arbitrary characteristic

    趙開明和蘇育才研究了任意特徵的域上具有單位元的交換結合代數a和它的交換導子的子空間d所構造的weyl型代數。他們證明了a [ d ]是單lie代數的充分必要條件是a是d -單的且k _ 1 [ d ]忠實地作用在a上。
  4. It is implied by the associative and commutative transformations permitted in relational algebra

    它由關系代數中允許的關聯轉換和交換轉換表示。
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