顶点的

Some key algorithms were researched here: a "cut-and-sew" algorithm was presented here to resolve the reconstruction problem of adjacent section contour lines which different from shape and polygon vertex count; a random polygon triangulation algorithm based on CDT was studied to resolve the modeling problem of complex geological model with stones and holes inside; a grid-constraining algorithm of judging whether a point is in a polyhedron was studied here to construct the corresponding geological block model which constrained to wire frame model.

研究了构模过程中的若干关键算法：提出"切开-缝合"算法，解决了形状和顶点数目差异较大的相邻剖面轮廓线重构三维形体模型问题；研究了基于约束Delaunay三角剖分的任意多边形三角剖分算法，解决了含夹石或孔洞的复杂地质体构模问题；研究了判断点在多面体内的网格约束算法，以线框模型为约束构建了相应的地质块段体模型。

The meshwork results are obtained from the later pictures. They clearly show the structure of four-dimension reseau and some meshwork results of shell data. The reason why the whole results are not achieved is that there are too many circumstances in which five or more dots share the same orb. In this case, the principle Delaunay is not in point any more, then the process of establishing meshwork will be intermitted.

后面的4幅图是后来所作的工作，得到了1个正方体4顶点以及其中心点的建网结果，从这里能清楚地看到4面体网格的结构，还有对贝壳数据点云的部分建网结果，之所以没有完成整个贝壳数据的建网是因为数据中存在较多的5点或5点以上共球的情况，这种情况下Delaunay准则不再适用，建网会中断，所以只完成了1个部分。

The culmination of my life, the bitter rues I experienced, the worthless things and waste times, each memory I cherished is like the most beautiful leaf of my life book.

我生命中最辉煌的顶点，我经历过的痛苦悔恨，我生命之中那些无价的存在和那些曾经荒废的时光，我所珍藏的每一点回忆都像是我生命之书中最精彩的画页。

The culmination of my life, the bitter rues I experienced, the worthless things and waste times, each memory I cherished is like the most beautiful leaf of my life book.

我生命中最辉煌的顶点，我经历过的痛苦悔恨，我生命之中那些无价的存在和那些曾经荒废的时光，我所珍藏的每一点回忆都像是我生命之书中最葝彩的画页。

There are already reports of attacks on Mr Kabila's supporters and fellow easterners.

现在已经出现了有关卡比拉的支持者及其东部盟友遭到袭击的报道。7月30日的投票是在经历了一个导致4百万人丧生的战争后的一次三年来向民主政治过渡的相关努力的顶点。

A systematic analysis of the icosahedral hierarchic structure in the 3D icosahedral quasicrystal and its approximants have been made. There is an icosahedron at the center surrounded by 12 icosahedra. If two neighboring icosahedra are vertex-sharing, the multi-shell Mackay cluster consisting of 127 atoms will form. If two neighboring icosahedra penetrate into each other, the multi-shell Samson-Bergman-Pauling cluster consisting of 137 atoms will form.

系统地分析了三维二十面体准晶的近似晶体相中具有二十面体对称的等级结构，中心1个二十面体，周边12个二十面体，如两个相邻二十面体共顶点连接，得出的是由127个原子构成的Mackay球形原子簇；如两个二十面体互相穿插，得出的是由137个原子构成的Samson-Bergman-Pauling球形原子簇。

To the number of updatein DirectX 10.1 can be attributed the possibility to assign the independent regimes of blendingfor different render-target, the required requirement of support MSAA with a quantity of simpleis not less than four, the appearance of control capability of arrangement of those selected sub-Sampilau from shader, a larger quantity of input and output registers in vertex shader, a increase in the accuracy of calculations, the filtration FP32 size, the massifs of cubic textures.

以人数更新directx的10.1可以归因于可能指派独立政权的配煤不同，使目标，所需要的要求，支持msaa与数量的简单不得少于四，外观控制能力的安排，被选中的分sampilau从着色，更大数量的输入和输出寄存器顶点着色引擎，一增加，在精度估算，过滤fp32大小， massifs立方织构。

But when will tourist hotels like the Pinnacle learn to serve decent rashers of bacon and good, grilled sausages, rather than greasy, streaky bacon and rubbery, boiled objects that masquerade as sausages?

但是像罗披尼顶点这样的旅店什么时候才可以提供正宗的熏肉片和美味的烤香肠，而不是油腻腻的五花腌肉和嚼不烂的煮成看似香肠的东西。

It is obvious from this simplified diagram in Figure 1 that Face Culling, User Clip Planes, Frustrum Clipping, Homogenous Divide and Viewport Mapping operate on pipeline stages after the vertex shader.

你显而易见的可看到图1的这幅简图，在顶点着色之后的操作的管道状态，面拣选，用户裁减平面，视锥拣选，齐次（代数式中所有的项都同次的）除法及视口映射。

The three antennas which receive VHF impulses emitted by a lightning discharge are placed on the vertices of a right-angled isosceles triangle with perpendicular sides 120 meters in length.

三个接收天线(接收闪电放电辐射的超高频脉冲)分别放在一个垂直边长为120米的直角等腰三角形的顶点，由到达天线的时间差来计算接收到的闪电脉冲的方向。

In the United States, chronic alcoholism and hepatitis C are the most common ones.

在美国，慢性酒精中毒，肝炎是最常见的。

If you have any questions, you can contact me anytime.

如果有任何问题，你可以随时联系我。