Description
This is an implementation of an algorithm with which polylines consisting of many points can be reduced to a simplified form. This can be useful in situations where your graphical application must draw many polylines and time becomes an issue, like cartographic applications.
This well-known algorithm is called the classical Douglas-Peucker algorithm [Douglas & Peucker, 1973].
Two versions of the algorithm are supplied; one version for polylines consisting of floating point 3D vertices, and one version for polylines consisting of integer 2D vertices. The latter is ideal for Windows GDI style "TPoint" implementations.
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Control - Design - Flight - Geometry - Guidance - Mathematical - Mathematics - Motion - Robot - Simulation - Simulator - Software - Systems
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- HIPAA Administrative Simplification Requirements
The official source for information about the Administrative Simplification portions of HIPAA. - VDSlib: A View-Dependent Simplification Package
Public domain package for view-dependent simplification and rendering of polygonal environments. - Douglas Electronics, Inc.
Douglas Electronics, Inc. offers everything for the electronic designer, from free and commercial design software through... - Douglas Comer
This is the home page of Douglas Comer, the author of the book "Internetworking with TCP/IP". - Douglas Engelbart
Growing biography, with links to related topics. [Wikipedia] - Quejuan, Douglas
Design around communication utilizing Flash. - Douglas Henderson
Commercial photographer and a professional instructor, his work, classes and Photoshop textbooks are showcased in this... - Douglas Comer
Xinu creator, Distinguished Professor of Computer Science, Purdue University; information, essays, affiliations. - Douglas C. Schmidt
Personal site of Douglas C. Schmidt. Research information available includes Adaptive Communication Environment (ACE),... - Crockford, Douglas
The creator of JSLint and developer of JSON discussing JavaScript.
