algebraic extension
- algebraic extension的基本解释
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代数扩张
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Or think of it as an algebraic extension of your geometry system.
或者考虑把该软件作为几何系统的代数扩展。
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This process is actually the process of algebraic extension; also it is the basic way of algebra: organizing some objects into an operation system, and then study the relationship between elements or parts of the system.
这实际上是代数扩张的做法,也是代数的本质:将一些对象组织成一个运算体系,研究这个体系中各个个体之间以及部分与全体之间的关系。
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The basic factorization algorithm over algebraic extension fields is Trager's algorithm.
代数扩域上的基本算法是Trager算法。
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Algorithms for a single algebraic extension field based
Weinberger等提出了基于Hensel提升的算法。
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However, in order to compute the irreducible ascending chain in Wu's method, polynomial factorizations over successive algebraic extension fields are needed.
而在吴零点分解定理中,多个代数扩域上的因式分解是非常基本的一步,主要用于不可约升列的计算。
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algebraic extension:代数扩张
algebraic expression 代数式 | algebraic extension 代数扩张 | algebraic form 代数形式
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algebraic extension:代数扩大;代数扩张
代数式示法 algebraic expression | 代数扩大;代数扩张 algebraic extension | 代数形式 algebraic form
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algebraic extension:代数扩域(代数扩张)
"代数元素","algebraic element" | "代数扩域(代数扩张)","algebraic extension" | "对应的通用映射","corresponding universal map"
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simple algebraic extension:单纯代数扩大
单代数 simple algebra | 单纯代数扩大 simple algebraic extension | 单纯交错函数 simple alternating function
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simple algebraic extension:单代数扩域
"单扩域","simple extension" | "单代数扩域","simple algebraic extension" | "单超越扩域","simple transcental extension"
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