dimension theorem

dimension theorem的基本解释

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维数定理

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

Basic concept of Dimension and ∏ theorem and principle of homogeneity on dimensional analysis are introduced in this paper.

主要介绍了量纲的基本概念、量纲分析的∏定理及齐次性原则，用两个实例解释了量纲分析在物理中的应用，最后指出了用量纲分析问题时应注意的问题和存在的不

This article is applying the second theorem of dimension to dimensionless the different potential function of Schrodinger equation.

量纲Ⅱ定理是物理学中处理量纲问题的一个重要定理，应用量纲Ⅱ定理对不同势函数薛定谔方程无量纲化。

The π theorem for dimension analysis is complemented and consummated by themathematical methods on the basis of basic concept and means.

同时，本文对因次分析π定理有关在燃烧学中应用问题，作了简单的论述。

Connected topological manifolds have a well-defined dimension; this is a theorem rather than anything a priori .

连接拓扑流形的具有明确的层面，这是一个定理，而不是任何先验。

At the end of this Chapter, we prove several nonexistent theorems for proper slant immersions, which also generalizes Chen and Tazawas theorem of higher dimension.

本章中我们还证明了几个真Slant浸入的不存在性定理，它是Chen和Tazawa定理在高维中的推广。

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

dimension theorem：维数定理

dimension 量纲 | dimension theorem 维数定理 | dimension theory 维数论

sum theorem for dimension：维数的加法定理

向量和 sum of vectors | 和螺线 sum spiral | 维数的加法定理 sum theorem for dimension

invariance theorem of dimension：不变量钢定理

invariance theorem 不変性定理 | invariance theorem of dimension 不变量钢定理 | invariance theory 不変性理論