代数化的英文

• algebraization

• 代数:    K理论 algebraic K-theory
• 化:    change; turn; transform
• 代数化简:    algebraic simplification
• 代数:    [数学] algebra◇代数闭域 algebraic closed field; 代数编码 algebraic coding; 代数变换 algebraic transformation; 代数表达式 algebraic expression; 代数簇 algebraic variety; 代数等价 algebraic equivalence; 代数对数 algebraic logarithm; 代数对应 algebraic correspondence; 代数方法 algebraic method; 代数方程(式) algebraic equation; 代数分析 algebraic analysis; 代数符号 algebraic sign; algebraic symbol; algebraic digit; 代数根 algebraic root; 代数函数 algebraic function; 代数函数域 algebraic function field; 代数和 algebraic sum; algebraic addition; 代数恒等式 algebraic identity; 代数化 algebraization; 代数基本定理 fundamental theorem of algebra; 代数积 algebraic product; 代数积分 algebraic integral; 代数集合 algebraic set; 代数几何(学) algebraic geometry; 代数解 algebraic solution; 代数解法 algebraic method; 代数解析 algebraic analysis; 代数空间 algebraic space; 代数扩张 algebraic extension; 代数 k理论 algebraic k-theory; 代数逻辑 algebraic logic; 代数平均法 method of algebraic; 代数平均误差 algebraic average error; 代数曲线 algebraic curve; 代数群 algebraic group; 代数式 algebraic expression; 代数数 algebraic number; 代数数论 algebraic number theory; theory of algebraic numbers; 代数数域 algebraic numbers field; 代数同构 isomorphism of algebra; 代数同伦 algebraic homotopy; 代数同态 algebra homomorphism; 代数拓扑(学) algebraic topology; 代数微分方程 algebraic differential equation; 代数无关 algebraic independence; 代数项 algebraic term; 代数学 algebra; 代数循环 algebraic cycle; 代数语言 algebraic language; 代数语言学 algebraic linguistics; 代数语义学 algebraic semantics; 代数学家 algebraist; 代数运算 algebraic operation; 代数整数 algebraic integer; 代数值 algebraic value
• 参数化:    parameterization; parameterize; parametric; parametrization

例句与用法

1. The core of the mathematics mechanization theory is algebraization and further mechaiza - tion
   数学机械化思想的核心是代数化进而机械化。
2. Electrical networks ; algebraification of topology and fundamentals of electrical network calculation
   电网.拓扑学的代数化和电网计算的基础
3. A formal definition of proposition formulae was provided by context - free grammar , and the conversion from proposition formulae to polynomials was solved automatically
   摘要该文将命题逻辑的定理证明转换为多项式方程的求解问题，从而提出了一种基于非子句的代数化方法。
4. Linear algebra is mainly a subject which studies the linear structure of finite dimensional linear space and its linear transformation while linear concept is in itself from the old euclid g eometry . the concept of " linear space " is a kind of algebraic abstract . in many fields of modern engineering project and technology , because of the influence of computer and graph showing , the algebraic disposal of geometric questions , the visual disposal of algebraic questions , algebra and geometry are tightly combined
   线性代数主要是研究有限维线性空间及其线性变换这一代数结构的学科，而线性概念究其根源则是来自古老的euclid几何，线性空间概念是几何空间的一种代数抽象，在现代工程技术的许多领域里，由于计算机及图形显示的强大威力，几何问题的代数化处理，代数问题的可视化处理，把代数与几何更加紧密地结合在一起。