顶点

The problems of robust stabilization of interval plants,diamond plants,and multilinear polytope of plants which are formed byconnecting more than one uncertain plants in series are discussed.

讨论了不确定区间对象族，不确定菱形对象族及多对象串联所构成的多线性凸多面体对象族的鲁棒镇定，并分别给出了顶点镇定结果。

It is easy to see that Ohba's conjecture is true if and only if it is true for complete multipartite graphs.

在2002年，Ohba给出如下猜想：每一个顶点个数小于等于2x+1的图G是色可选择的。

It is shown that every minimum geodetic set of a graph does not contain its cut-vertices, and if G is a block graph with n≥3 vertices and k≥1 cut-vertices,then g=n-k.

图的每个最小测地集都不包括它的割点，如果图G是一个有n≥3个顶点，k≥1个割点的块图，那么g=n-k。

A shell graph of order n denoted by H(n,n-3) is the graph obtained from cycle C_n of order n by adding n- 3 chords incident with a common vertex say u.

一个有n个顶点的贝壳图H(n，n-3)，是通过在顶点数为n的圈C_n上一个公共点u上增加n-3条边得到的图。

In 1997, Lenhard Ng Michelle Schultz[1] gave the definition of k -ordered Hamilton graphs,namely, let G be a Hamiltonian graph of order n,and for a positive integer k with k ≤n, we say that G is k -ordered if for every sequence S : v1 , v2,Λ,vk of k distinct vertices, there exists a hamiltonian cycle C of G such that the vertices of S are encountered on C in the specified order.

年， Lenhard Ng Michelle Schultz[1]给出k-可序( k ？ordered)哈密尔顿图的定义，即设G是n阶哈密尔顿图，对于正整数k，称G 是k -可序图，如果对于任意给定的k 个互不相同的顶点的有序子集S =( v1 ，v2，Λvk)( 2≤k ≤n)，存在G中的哈密尔顿圈C 包含S 且不改变其中元素的顺序。2000 年，R.J。

My primary data suggests that the market is nowhere near its saturation point.

我的主要数据显示市场是在那些没有接近它的饱和顶点的地方。

My perplexity only deepened when I read, at the end of "What Is Political Philosophy?" that Nietzschean nihilism is the culmination and highest self-consciousness of modern thought, the inevitable consequence of the break with classical rationalism.

当我读到"什么是政治哲学"一节这样的末尾时我却更迷惑了：尼采式的虚无主义是现代思想的顶点和最高的自我反思，是现代思想与传统理性主义决裂以后不可避免的结果。

Somewhere in the middle was a peak of just-right connectivity that gave the network its maximal nimbleness.

中间的某处是正合适的连通性的顶点，它赋予网络最大的灵活性。

Seljuk power was at its zenith during the reigns of sultans Alp-Arslan (1063-72) and Malik Shah (1072-92), who with their vizier Nizam al-Mulk, revived Sunnite Islamic administrative and religious institutions.

seljuk权力是在其顶点在统治苏丹碱性磷酸酶- arslan （ 1063至1072年）和马利克沙阿（ 1072年至1092年），他们将同他们vizier尼扎姆莫尔克，恢复逊尼派伊斯兰行政和宗教机构。

The same vertex buffers are created (position, normal, texture coordinates, alternate texture coordinates).

创建相同的顶点缓存（位置，法向，纹理坐标，替换纹理坐标）。

She gently rebuff ed him, but agreed that they could be friends

她婉言拒绝了，但同意作为朋友相处。

If in the penal farm, you were sure to be criticized.

要是在劳改农场，你等着挨绳子吧！