Everyone seems to use length as a parameter to determine the solution set.
Length is dataset dependent.  I wonder if this dependency could be factored
out by specifying a percent of extent, or perhaps a target fractal
dimension.

Larry

On Fri, Apr 3, 2009 at 10:48 AM, Martin Davis <mbda...@refractions.net>wrote:

> Fascinating stuff...
>
> Here's a couple of the Galton papers Stefan refers to.
>
> http://www.comp.leeds.ac.uk/ontology/FOGI-WS/statements/Antony-Galton.pdf
> http://www.latingeo.net/datos_latingeo/noticias_doc/108Polyhulls-Galton.pdf
>
> He appears to be taking a psycho-computational approach to the problem.
>  Interesting, but hard to see how this will translate into a concrete
> algorithm.  (Although I guess the Duckham et al paper might have ideas on
> this).
>
>
> There was a thread on this on the PostGIS a while back, I think.  There's
> definitely some non-patented approaches out there.  See this for instance:
>
> http://n2.nabble.com/Concave-hull-of-a-set-of-points-(alphashapes)-td1880426.html#a1880426<http://n2.nabble.com/Concave-hull-of-a-set-of-points-%28alphashapes%29-td1880426.html#a1880426>
>
>
>
>
>
> Stefan Steiniger wrote:
>
>> Hi,
>>
>> anothe recent artile by Matt Duckham on Concave Hulls. The draft (not the
>> final version) is here:
>> http://www.geosensor.net/papers/duckham08.PR.pdf
>>
>> But I am not sure if these authors will chare their code. More articles on
>> that have been published by one of the authors - Anthony Galton. Furthermore
>>  if you read the stuff you will see that there is no unique solution.
>>
>> stefan
>>
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