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Article View: sci.math.num-analysis
Article #694

Re: Points in Polygons

#694
From: Han de Bruijn
Date: Thu, 01 Oct 1992 08:20
25 lines
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In article <1992Sep30.221602.12539@leland.Stanford.EDU> Laurence James Edwards:
> Well the term, Computational Geometry, was first applied to this
> particular field of study in a 1975 paper by Shamos. The book is

... written by Shamos. Coincidence, huh?

> For example, convex hull algorithms are generalized to n-dimensions, ...

Yes. And I've seen much better treatments of this, Dijkstra for example.

> little is known about point location problems in E^3 and higher dimensions.

Huh? _MANY_ working implementations exist in F.E.M. postprocessing packages,
as well as in "AVS", where I'm currently involved with. Somebody owes me an
explanation.

> Big oh worst case analysis does not always lead to algorithms well suited
> for a particular application, the authors specifically admit that.

Oh, I thought _Applied_ rules the roost in "sci.math.num-analysis" ...
-- 
* Han de Bruijn; Applications&Graphics | "A little bit of Physics * No
* TUD Computing Centre; P.O. Box 354   | would be NO idleness in  * Oil
* 2600 AJ  Delft; The Netherlands.     | Mathematics" (HdB).      * for
* E-mail: Han.deBruijn@RC.TUDelft.NL --| Fax: +31 15 78 37 87 ----* Blood
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From: rcpshdb@dutrun2.tudelft.nl (Han de Bruijn)
Subject: Re: Points in Polygons
Message-ID: <1992Oct1.082048.18478@dutrun2.tudelft.nl>
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Reply-To: rcpshdb@dutrun2.tudelft.nl (Han de Bruijn)
Organization: Delft University of Technology
Date: Thu, 1 Oct 1992 08:20:48 GMT
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