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hull-less相关的网络例句

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Chapter 4 establishes the theory of convex fuzzy mappings: The concepts, such as Jensen's inequality, positively homogeneous, infimal convolution, right scalar multiplication and convex hull are introduced. The corresponding theorems are demonstrated by using the parametric representations of fuzzy numbers. In anti-fuzzy number space, the conjugate mapping of convex fuzzy mapping is concerned, and convexities of conjugate set and conjugate mapping of convex fuzzy mapping are proved. The notions of subgradient, subdifferential, differential with respect to convex fuzzy mappings are investigated, which provides the basis of the theory of fuzzy extremum problems.

在第4章中,建立了有关凸模糊映射的理论:建立了关于凸模糊映射的Jensen不等式、模糊正齐次映射、凸模糊映射的下卷积、右数乘和凸包等概念,利用模糊数的参数化表示,给出了相应的定理;在反模糊数空间,对凸模糊映射的共轭也作了探讨,证明了凸模糊映射的共轭集合和共轭映射都是凸的;最后对凸模糊映射的次梯度、次微分和微分等概念进行了研究,为模糊极值理论打下了基础。

First,the convex hull points of the characteristic region such as eyes,mouth etc. are confirmed,and,the integral contour points are obtained by fitting the curve.Then,the coordinate of the contour and the corresponding points of the adapted facial model are transformed to a new coordinate.At last,the model is adjusted in the new coordinate to get a good adaptation between the human facial model and human face image by revising the corresponding detail data in the model.

首先,对检测出的眼睛、嘴巴等特征区域,确定出其外凸包点集,通过曲线拟合得出其完整外轮廓,然后对此轮廓点以及已经粗调的对应模型点进行坐标转换,在转换后的坐标系中,对模型中相应的细节数据进行修改,实现模型和人脸图像的配准。

If you are just adding contra props to a standard short hull Permit, then it is all wrong.

如果你是刚刚加入孔特拉道具,以一个标准的短期船体许可证的,那就是所有错误的。

An improved algorithm of two dimensional convex hull based on included angle is proposed, and all the convex points are achieved through the maximal included angle by the increasing counter-clockwise direction. When more than one point satisfies the maximal included angle, the most distant point to the previous point is regarded as the next convex point.

提出了基于夹角的平面点集凸包改进算法,以最大夹角,按顺时针的方向可得到所有的凸点,当满足最大夹角的点不唯一时,以离当前凸点最远的点为凸点。

Convex hull problem is one of the fundamental problems incomputational geometry,and used in many fields.

凸包问题是计算几何的基本问题之一,在许多领域均有应用。

Many different techniques exist for calculating the convex hull of a set of points.

存在着许多不同的方法计算的一个点集凸包。

This paper introduces the method of convex hull of simple polygons, analyzes the defects of algorithm by Chen.

本文介绍了简单多边形凸包计算的主要思想,分析了陈氏算法的缺点。

An easy approach is to create a convex hull around an object's location at two different times.

一条简单的途径就是在2不同的时间在一个物体的地点附近创造凸壳。

The convex hull is one of the first problems that was studied in computational geometry.

凸壳认为,在计算几何研究的首要问题之一。

This is why the convex hull algorithm front of so...

这个正是凸包算法前面的一些准备工作!

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在对危险的南部地区访问时,他斥责什叶派民兵领导人对中央集权的挑衅行为。

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