I used the Hilbert curve to order the nodes for quad tree nodes that stored
geographic information and road data. It did not give much improvement over
z-curve.


On Wed, Apr 16, 2014 at 7:44 AM, barroudjo <[email protected]> wrote:

> Hey there. I realize I'm resurecting an old post, but there's been no
> further work done on making a library for Hilbert curves/maps. I'm indeed
> in the case where I need to use it for geohashing. What is the critical bug
> you're talking about in your git ?
>
> Cheers,
>
> Jonathan
>
> Le lundi 14 juin 2010 14:14:37 UTC+2, Chris Dew a écrit :
>>
>> Thanks.  Use cases include 2d searches.  Points which are near in 2d
>> space are likely to be near on the 1d Hilbert curve.
>>
>> *FROM CASUAL INSPECTION* it looks like the sections of Hilbert curve
>> which correspond to a rectangle all lie within  the minimum Hilbert
>> curve point of any of the rectangle's corners and the maximum.  That
>> distance range will include more area than just the area of the
>> rectangle, but it may be a useful optimisation.  Collision detection,
>> satnav landmarks, etc.
>>
>> I would be interested if anyone has proven this to be the case.
>>
>> Also, http://xkcd.com/195/
>>
>> It could also be used to encode two numbers into one, though half
>> their precision will be lost.
>>
>> All the best,
>>
>> Chris.
>>
>> On Jun 14, 9:47 am, Ben Noordhuis <[email protected]> wrote:
>> > On Mon, Jun 14, 2010 at 07:22, Chris Dew <[email protected]> wrote:
>> > > Hi, I'm just announcing the availability of a little bit of
>> Javascript
>> > > code for transforming 2d coordinates to 1d Hilbert curve distances
>> and
>> > > back again.
>> >
>> > Neat stuff, Chris, but what is the use case? Apart from drawing pretty
>> > pictures, that is.
>
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