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algebra相关的网络例句

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与 algebra 相关的网络例句 [注:此内容来源于网络,仅供参考]

It is shown that sequences operations to implication distance in a normed lattice H implication algebra are bounded.

最后得到了在赋范格H蕴涵代数中的数列对于蕴涵距离是有界的结论。

Motivated by Baker\'s result, we introduce a functional index‖E‖_∞to prove that if a mapping f which is from a normed space to a normed algebra satisfying‖ab‖=‖a‖‖b‖satisfies that‖E‖_∞is bounded,then either f is bounded or f is exponential.

受到Baker的结论启发,通过引入一个泛函指标‖E‖∞,证明了从赋范空间到满足范数可乘性的赋范代数的映射f,只要满足‖E‖∞是有界的,则f要么是有界的,要么是指数的。

This course provides a basic introduction of topics such as: interpolation, solution of nonlinear equations, curve fitting to measured data, numerical linear algebra, numerical integration, numerical differentiation, etc..

本课程介绍内容包括:内插法,非线性方程式求解,曲线近似法,线性代数数值运算,数值积分,数值微分等课题。

Due to its wide application in science technology, solving nonlinear multiple variants equation by numerical methods is one of the basic problems in numerical algebra.

由于在科学技术中的广泛应用,多元非线性方程组的数值求解一直是数值代数的基本问题之一。

Using Matlab and its Add-ons Simulink, through establishing simulation maths model, the paper integrates open chain vector equation, numerical value simulation (computing velocity and displacement while given acceleration) and matrix algebra, etc.

利用MATLAB及其附加软件Simulink,通过建立仿真数学模型,综合开环矢量方程、数值仿真(在加速度已知时计算速度和位移)、以及矩阵代数等来完成机器人动态仿真,对所研究的机器人运动学分析结果进行验证,结果基本一致,为机器人的后续研究,如动力学,控制等奠定基础。

The one to one correspondence between values system and action selections informs a mapping between two spaces. The mapping link is the foundation for algebra analysis.

人们依据特定价值观集合的回报与成本做出选择,价值观体系和行为选择存在一个对应的关系,形成了两个空间的映射。

Voiculescu independently in 1980s, is one of the important research subjects in operator algebra theory.

Voiculescu在上世纪八十年代几乎同时独立定义的,目前已成为算子代数理论中的重要研究对象之一。

In this thesis the research comes from the spatial operator algebra, the theories are investigated in a high level.

在实际工程领域和具体算例中运用这一理论,以证明该种方法的高效率和高精度。

The study of operator algebra theory began in 30times years of 20 century.

算子代数理论产生于20世纪30年代,是一门比较年轻的学科。

We use our unitary basis on an operator algebra to study of representations of two dimensional functions and discuss certain convergence.

我们使用算子代数上的酉基来研究二元函数的代表,并讨论其收敛性。

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