This is why the convex hull algorithm front of some preparation work! 这个正是凸包算法前面的一些准备工作!
Convex hull computation is one of the fundamental problems in computational geometry, and is of wide application in many fields. 凸包计算是计算几何研究中的基本问题之一,在许多领域均有应用。
The difference function between the ACF and the convex hull is obtained, and then the precession period is estimated by searching for the maximum value of the difference function. 首先求出ACF和其凸包的差函数,然后搜索差函数的最大值,从而得到进动周期的估计值。
Fast Algorithm for Convex Hull Generation Based on Spatial Division of Scattered Point-Set 基于散乱点集空间划分的凸壳体快速生成算法
A Method of Evaluating Straightness Errors Based on Approximate Convex Hull 基于近似凸壳的直线度误差评定方法
Isomorphic Researches on Convex Hull and its Special Properties Based on Algebra View 基于代数视角的凸壳及其特性同构化研究
Study on the Method of Non-linear Classification Base on the Contraction of the Closed Convex Hull 基于闭凸包收缩的非线性分类方法研究
The machine can also make convex hull on paper which is especially suitable for the heavy duty air filter. 此机可根据客户要求还能在纸上打凸包,特别适合生产特种大空滤。
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。
Abstract An improved image recognition and registration algorithm based on convex hull and affine invariant was presented. 提出了一种新的基于凸壳和仿射不变量的图像识别和配准的方法。
Research on Directional Relationships of Grouped point object Based on Convex Hull 基于凸壳的点群目标空间方向关系研究
Give a real-world example in which one of the following computational problems appears: sorting, determining the best order for multiplying matrices, or finding the convex hull. 给出一个真实世界的例子,其中包含着下列的某种计算问题:排序,确定多矩阵相乘的最佳顺序,或都抽出凸壳。
Automatic Extracting and Locating Checkerboard Corners Method Based On Convex Hull 基于凸包的棋盘格角点自动识别与定位方法
On acceleration algorithm of convex hull based on planar point set with either uniform or normal distribution 基于平面的均匀分布和正态分布点集的凸包加速算法研究
The experiment results are used to validate the effectiveness of the scaled convex hull and its simplicity. 实验结果表明,尺度化凸壳方法求解代价敏感问题的有效性,其求解过程也非常简单。
The hardness of convex hull is higher than that of pit portion on the sculptured leaf surfaces. 植物非光滑叶表形态中凸包处硬度较凹坑处的硬度大;
That is multi-direction extreme value approximate convex hull algorithm, and is called MDEV for short. 提出并实现了平面点集凸壳的一种新的近似算法&多方向极值法。
The paper is concerned with two aspects: A necessary and sufficient condition for convex hull of a set in E2 being closed; 本论文以凸体为研究对象,主要涉及两个方面的内容:平面凸集的凸包为闭集的充分必要条件;
According to the characteristics of flatness error evaluation, an algorithm based on convex hull theoretics of computational geometric techniques is proposed in this paper. 本文针对平面度误差评定的特点,提出了一种基于计算几何凸包理论的评定方法。
Dimension Classification Method of Planar Mechanism Based on Convex Hull Division 基于凸包剖分的平面机构尺度分类方法
Algorithm of Constructing Convex Hull for Plant Leaf Based on Bidirectional Polar Angle 基于双向极角的植物叶凸包生成算法
Its applied algorithms such as skin color segmentation, convex hull computation, fingertip detection and etc have been investigated and the hardware has been designed. 对系统所采用的肤色分割、凸包计算、指尖检测等算法进行研究,并完成硬件设计。
The second algorithm is that polygonal concave points and newly created concave points are continuously removed, and a vertex sequence of the convex hull is finally obtained. 第二个算法不断删去多边形的凹点及新产生的凹点,最后得到凸壳顶点序列。
Auto-adapted algorithm for constructing convex hull of 2D point set utilizing initial inclusion hull 利用初始包容壳求二维点集凸壳的自适应算法
In this paper, inspired by the idea of class distribution, the new maximal margin method, scaled convex hull method is applied to solve the cost-sensitive learning. 受改变类分布思想的启发,采用最新的最大间隔方法&尺度化凸壳方法来解决代价敏感学习。
A Quick Algorithm and Programming to Determine Convex Hull for Planar Scattered Point Set in GIS GIS中散乱点集凸包的快速算法及编程
In this paper, a new algorithm is presented for determining the convex hull of a planar set. 提出了一个构建平面点集凸壳的新算法。
The convex hull problems of plane line segment sets. 本文完成了以下三个方面的研究:1.平面线段集的凸壳问题。
The method based on convex hull and the method based on perimeter solved the problem of calculating morphology complexity. 基于凸包的方法和基于周长的方法解决了形态复杂度的表征问题。
The geometric primitive includes convex hull, Voronoi diagram, Triangulation problems, Partition problems and Intersection problems. 其中,几何基元包括凸壳和Voronoi图,多边形的三角剖分、划分问题与相交问题。