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N-dimensional Convex Hull: Quicker Hull Algorithm

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Name: N-dimensional Convex Hull: Quicker Hull Algorithm
Works on: windowsWindows 7 and above
Developer: Luigi Giaccari
Version: 1
Last Updated: 25 Feb 2017
Release: 26 Sep 2009
Category: Science CAD
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N-dimensional Convex Hull: Quicker Hull Algorithm Tags

Quicker Hull AlgorithmMatlab AlgorithmMatlab AddonAlgorithmMatlabQuicker HullAddon
details

N-dimensional Convex Hull: Quicker Hull Algorithm Details

Works on: Windows 10 | Windows 8.1 | Windows 8 | Windows 7 | Windows 2012
SHA1 Hash: 214b755c2dbc354a57877273c117716d4dce42ee
Size: 3.05 KB
File Format: zip
Rating: 2.217391304 out of 5 based on 23 user ratings
Downloads: 1226
License: Free
N-dimensional Convex Hull: Quicker Hull Algorithm is a free software by Luigi Giaccari and works on Windows 10, Windows 8.1, Windows 8, Windows 7, Windows 2012.
You can download N-dimensional Convex Hull: Quicker Hull Algorithm which is 3.05 KB in size and belongs to the software category Science CAD.
N-dimensional Convex Hull: Quicker Hull Algorithm was released on 2009-09-26 and last updated on our database on 2017-02-25 and is currently at version 1.
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N-dimensional Convex Hull: Quicker Hull Algorithm Description

The Matlab convhulln is a gateway to the quickhull algorithm. In my opinion, one weak point of this mex routine is that it processes all the points without performing any preliminary filtering.
In many cases it would be faster if only the point that can be part of the convhull were send to the quick hull algorithm.
N-dimensional Convex Hull: Quicker Hull Algorithm is an algorithm that can reduce the number of points before sending them to the mex routine.
For large models in dimensions lower than 6 the speed improvement can be even of several factors.
Unfortunately filtering points costs time and for high dimensions becomes unadvantageous.But no problem in these cases the algorithm just switch to the normal convhulln.System requirementsMatlab
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N-dimensional Convex Hull: Quicker Hull Algorithm Screenshots

N-dimensional Convex Hull: Quicker Hull Algorithm screenshot 1
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