algebraic calculus

algebraic calculus的基本解释

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代数运算

与algebraic calculus相关的网络例句 [注：此内容来源于网络，仅供参考]

Subjects were discussed and dispensed with through algebraic means, but calculus was not used.

主题进行了讨论，并免除通过代数方法，但不是用来演算。

This article listed the main clue of the development of mathematics in the sixteenth and seventeenth century. Based on that, we analyzed the algebraic basis of calculus. The basis had an algorithmic character which could use program to calculate.

本文在列出十六、十七世纪代数学发展主线的基础上，分析了微积分产生的代数学基础，这个基础本身带有强烈的程序化的算法特征。

Aiming at OQL, we treated type as monoid (collection monoid and primitive monoid), and used monoid comprehension as OQL's intermediate representation. Therefore we can merge the rewrite rules for a number of collection types, then employ monoid comprehension in defining algebraic operators, as cut out the limit that in relational algebra/calculus algebraic operators are only for set.

针对ODMG-2.0的对象查询语言OQL，我们把类型提高到幺群级，然后从幺群概括入手，用幺群概括作为OQL的查询中间表示，统一了多种聚集类型的重写规则，幺群概括还被我们用于定义代数操作符，这使得代数操作符突破了关系代数/演算中只针对集合的局限。

与algebraic calculus相关的网络解释 [注：此内容来源于网络，仅供参考]

algebraic calculus：代数计算

algebraic branch point 代数分歧点 | algebraic calculus 代数计算 | algebraic closure 代数闭包