Computational Geometry

In computational geometry, computing cross products is at the heart of line-segment methods.

叉积是计算几何中关于线段算法的核心.

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In this paper, the character of mathematics, aesthetics and mechanics of logarithmic helix, and the applications in computational geometry, industrial modeling, computer aided fluid surface optimum design had been studied.

本文对对数螺线的数学、美学和力学性质以及在计算几何、工业造型、计算机辅助流体曲面优化设计中的应用进行了研究。

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Minimum Manhattan network problem is put forward in 1999 a world-class computational geometry important conjecture.

最小曼哈顿网络问题,是1999年提出的 世界级 计算几何重要猜想.

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The paper describes a computational method for open degree characteristics of radial direction variable geometry swirl. With the increase of aero-engine's propulsive-weight ratio ( p/ w), the temperature ahead of turbine has increased yearly.

介绍了径向式可变几何旋流器开度特性计算方法，随着航空发动机推重比（p/w）的不断提高，涡轮前温度在逐年提高，目前先进发动机涡轮前温度高达1800K。

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Decomposing a simple polygon into convex cell is one of elementary problems of computational geometry.

摘要简单多边形凸单元剖分是计算几何的基本问题之一,剖分算法在许多领域均有较广泛的应用.

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Study on Maximum Inscribed Circle by Computational Geometry Approach

计算几何在测试计量技术中的应用&求解最大内接圆

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In practice, ROC Convex Hull ( ROCCH ) method which combines techniques from computational geometry is used.

在实际应用中, 基于样本数据集,通过计算几何的方式得到ROC凸包曲线 ( ROCCH ) .

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This Handbook provides an overview of key concepts and results in Computational Geometry.

这本手册提供核心概念的概述并且导致计算几何学.

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An Algorithm of Flight Path Design Based on Computational Geometry

基于计算几何的一种航带设计算法

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Being a basic structure of computational geometry, convex hull is important to data analysis of GIS.

凸壳作为计算几何的一种基本的结构,对GIS的数据分析有着重要作用.

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A new algorithm for two terminal net routing is presented, which is based on computational geometry.

提出了一种基于计算几何学的面向两端线网的布线算法。

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Computational Geometry is an important embranchment of computer theoretical science. The subject has already made a tremendous development and produced a series of theoretical results.

计算几何是计算机理论科学的一个重要分支，该学科已经有了巨大的发展，产生了一系列的理论成果。

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After the coordinate transformation, the discrete velocity Boltzmann equation is solved directly in computational domain to preserve the geometry of body.

直接从离散的速武汉理工大学博士学位论文度Boltzmann出发，物理域离散为保持物体几何外形的贴体曲线网格，然后运用坐标变换，将定解问题变换到计算域中求解。

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Privacy-preservation computational geometry is one of research field of secure multi-party computation. Attalla and Due had do some work in privacy-preserving geometric computations. They mentioned many specific problems of geometric computations, and proposed a research framework in this field.

安全计算几何问题也是安全多方计算的一个研究领域，Du等人在该领域做了一些工作，提到了几何计算的很多问题，并且给出了该领域的一个研究框架。

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