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Douglas-PeuckerLineApproximationAlgorithm
- When working with mathematical simulations or engineering problems, it is not unusual to handle curves that contains thousands of points. Usually, displaying all the points is not useful, a number of them will be rendered on the same pixel since the
RDP_algorithm.rar
- 曲线数据压缩是计算机图形学、计算机自动制图和地理信息系统( GIS) 等学科理论与方法研究的一个重要问题,其实质是一个信息压缩问题.RDP 算法是应用最为广泛的一种,由于容易编程实现且压缩结果较好, GIS 界许多著名商业软件公司(如Intergrap h ,ESRI ,LaserScan) 都把此算法作为其制图系统中一种曲线数据压缩的标准算法.,the well-known Ramer-Douglas-Peucker (RDP) algorithm for polyline data comp
gshhs_dp
- 道格拉斯-普克算法折线矢量压缩算法的C语言高效率实现，采用整形运算，适用于很多场合的数据压缩-Douglas- Peucker algorithm for line vector of the C language compression algorithms to achieve high efficiency, the use of plastic surgery operations, applicable to many occasions of data compression
Douglas-Peucker
- Douglas-Peucker是曲线拟合和压缩数据的最好方法，本人编辑这个程序方便大家调用，拟合压缩曲线。-Douglas-Peucker curve fitting and the compression of data is the best way, I called you to edit this program to facilitate the fitting compression curve.
Douglas-peucker
- 这是一个介绍道格拉斯压缩算法的文章，名字为“增强型道格拉斯-普克压缩算法的设计与实现”-This is a descr iption of the article, Douglas compression algorithm, named " Enhanced Douglas- Puck Compression Algorithm Design and Implementation"
Douglas-Peucker-
- Douglas-Peucker算法实现曲线离散化，以及用C语言代码实现曲线离散化程序-Douglas-Peucker algorithm for discrete curves, as well as the C language code curve discrete programming
Peucker
- 使用道格拉斯抽稀算法依据给定参数将折线进行抽稀以在尽量保证折线特点的前提下减少点的数量。-Using Douglas thinning algorithm based on the given parameters will be thinning line to try to ensure polyline features in the premise of reducing the number of points.
doglas
- 道格拉斯普克算法 用于压缩图像，减少图像尺寸大小-Douglas Peucker
matlab-Douglas-Peucker
- 道格拉斯-普克算法(Douglas–Peucker algorithm，亦称为拉默-道格拉斯-普克算法、迭代适应点算法、分裂与合并算法)是将曲线近似表示为一系列点，并减少点的数量的一种算法。它的优点是具有平移和旋转不变性，给定曲线与阈值后，抽样结果一定。(Douglas Peucker algorithm is the curve approximated by a series of points, and reduce the number of points of an algorithm
Douglas-Peucker
- 利用的道格拉斯算法进行对曲线的压缩，利用递归算法实现的。(The Douglas algorithm is used to compress the curve, and it is realized by recursive algorithm.)