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代数几何

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G^k continuous piecewise algebraic blending surface patches are obtained by solving the system via the generator basis algorithm of module over polynomial ring.

借助围绕一个顶点处的代数曲面光滑拼接条件,利用多项式环上的素模中的生成基方法,给出了凸组合和非凸组合情形下三个坐标平面间的的任意阶几何连续的光滑拼接方法。

We have researched the decentralized stabilization problem of nonlinear large scale composite systems by differential geometric and analytical method, it is shown that the results are better than that one obtained by using only one of these two methods.

本文分别采用代数方法与分析方法、微分几何方法和分析方法相结合的方式讨论了比较广泛的非线性组合大系统的分散反馈镇定问题。

Discusses algebraically and geometrically the properties of the ruled surfaces in the Euclidean three-space, especially, the principal normal surfaces on which there are some special curves, such as Mannheim curves, Bertrand curves and general helices.

在三维欧氏空间中,作为特殊曲线,Mannheim曲线、Bertrand曲线以及一般螺线具有良好的几何和代数性质。讨论了三维欧氏空间中特殊曲线的主法线曲面。

Without using Lie derivative and Lie bracket operation of differential geometry , we only use the algebra method to give a sufficient condition of single input exact feedback linearizable bilinear systems.

摘 要 研究了单输入的双线性系统的精确线性化及其鲁棒控制器设计问题,避免了用微分几何的李导数、李括号的复杂运算,只用纯代数的方法给出了一般单输入双线性系统精确线性化的充分条件。

We shall have occasion to deal with geometry, both Euclidean and non-Euclidean, with arithmetic, algebra, analytic geometry, the theory of irrationals, set-theory, calculus of probability, and mathematical logic.

我们将与算术,代数,解析几何机会几何处理,包括欧几里德和非欧几里德,是无理的理论,集理论,概率演算,和数学逻辑。

I don't 清楚 algebra or geometry,not to mention calculus.

我连代数、几何都不懂,更不必说微积分了。

It might be a better way to view the multivariate analysis as one in a multi-dimensions vector space because characteristic roots and characteristic vectors are related in that way.

因为各方面的原因,包括时间上及数学基出方面的原因,现在不太可能从头到尾细致地学一遍空间解释几何及矩阵代数,以及关注太多的多元统计上的细节,我只求会用。

Today, the main means of the study of the 3-manifold are the algebraic method, geometrical method,and combinatorial method.

目前,关于三维流形理论的研究主要有代数方法,几何方法和组合方法。

From the history of Matrix and Transformation and the development of curriculum at home and abroad, putting matrix combined with the transformation, and orienting the study in 2×2 rank matrix, boosting matrix up the geometrical visualization as a algebra objects are a new perspective on knowing matrix.

从矩阵和变换的历史发展过程和国内外矩阵和变换的课程设置来看,把矩阵与变换相结合,并定位在2×2阶上研究矩阵,增强作为代数对象的矩阵的几何直观性,是认识矩阵的一个新视角。

As an important content in mathematics, Conjugation can be studied and discussed from different aspects such as differential coefficient, algebra, geometry and so on.

摘要共轭是数学中一个重要的内容,讨论也有不同的方法,可以用微分、代数、几何等方法。

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This one mode pays close attention to network credence foundation of the businessman very much.

这一模式非常关注商人的网络信用基础。

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