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Superstring theory is consistent with quantum theor y of g ravitation and gauge interaction.

超弦理论是引力和规范相互作用唯一相容的理论,能描述我们所知的全部物理,是描述自然的万物至理。

Theoretical results show that lunate-tail, with high-aspect-ratio, spanwise tapering tip and moderate sweepback angle, of many fast-swimming ocean animals, may gain the nearly best propulsive characteristics.

理论分析表明,高速海洋动物所具有的大展弦比、尖叶梢、中等后掠的新月形尾能获得接近于最佳的推进性能。

And its tablature illustrates the unique mode, melody formula and charm of Chaozhou Music.

摘 要:潮州音乐的二四谱是因潮州弦诗乐而应运而生的具有独特功能的古乐谱。

For a string of specified length, tautness and density only certain note can be generated

一根确定长度、松紧和密度的弦只能发出某某音。每条线的操作是自如的。

Measuring 20% of the chord by translation of the curve Cz=f.

改变了升力曲线的位置,显著的升力增加(20%弦长的襟翼下放20°,升力增加50

3 The unstrung bow complete with permitted accessories must be able to pass through a hole or ring of 12.2cm inside diameter ± 0.5mm.

9.3.6.2.3松弦后的光弓包含符合规则的配件,必须能通过直径12.2厘米误差±0.5毫米的圈环。

A stringed instrument played with a bow, having four strings tuned at intervals of a fifth, an unfretted fingerboard, and a shallower body than the viol and capable of great flexibility in range, tone, and dynamics.

小提琴用弓演奏的一种弦乐器,具有在第五音的音程上调音的四根弦和不分格指板,形体较古提琴浅,音域、音色和强弱相当灵活

In a graph-theoretic version for a graph G,it is to find a set F of added edges such that the graph G+F is chordal and |F| is minimized.Here the minimum value |F| is called the finll-in number of G,denoted as f.

起源于稀疏矩阵计算和其它应用领域的图G的最小填充问题是在图G中寻求一个内含边数最小的边集F使得G+F是弦图。

The fill-in minimization problem comes from the elimination process of sparse matrix computation. In a graph-theoretic version for a graph G, it is to find a set F of added edges such that the graph G+F is chordal and |F| is minimized.

起源于稀疏矩阵计算和其它应用领域的图G的最小填充问题是在图G中寻求一个内含边数最小的边集F使得G+F是弦图。

If G is a {2K_1+K_2, C_4}-free graph, we show thatifα>3 then G is a split graph, and ifα=3 then for any independentset S of cardinality 3, G-S is a chordal graph or G-S?

如果图G不含与4-圈和2K_1+K_2同构的导出子图,我们证明了如果α>3,那么G是一个split图;如果α=3,那么对于G的任一个有三个元素的独立集S,G-S是一个弦图或者G-S?

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