Digital materialization, Euclideon and fractal image compression (III)

Bruce Dell definitely oriented his Euclideon-Unlimited Detail technique towards the geospatial industry, see for example the conference summary of the International Lidar mapping forum, Denver 2013, where he will speak about “The impact of unlimited processing power on the geospatial industry”.

He participated at the 2012 Brisbane international Geospatial Forum, July 8-11, here is the presentation program with abstracts.   His talk abstract, named the same, gives a video link which is very interesting.

The points I understood and want to stress are the following:

– he speaks about the “two bridges” between the virtual world and the real world, this is really very close to the Digital materialization philosophy.  So, I  guessed right such a link (here and here), from the exterior of both interested parts. My question, to the DM groups is: are you going to do something about this, for example collaborations with Euclideon? And even more: has the geospatial industry  things to learn from DM (I think they do)?

– there is definitely an Euclideon format which “may take a while” to get from the format of the laser scans used by the geospatial industry. In the video Dell puts an image with big racks of computers needed to do the conversion format. My question is: is he using  some part of the fractal image compression idea (maybe, for example, Dell is not using freps, but it might use in his data structure ideas from fractal image compression). Again, for the DM community, I have a question: giving that you use huge files, maybe you can use some Euclideon tricks to ease the use of them? and blend them with freps?

– really the Euclideon algorithm (which has as the fundamental part the data structure of the Euclideon format) works well.  By looking at the images from the presentation, I am asking myself if “Euclideon” name comes from some clever embedding of the Euclidean group of isometries into the data structure. I feel there must be something obvious about principal bundles … 🙂 which model an observer in the euclidean space AND the data acquired by laser scans … To think.

Advertisements

One thought on “Digital materialization, Euclideon and fractal image compression (III)”

Leave a Reply

Fill in your details below or click an icon to log in:

WordPress.com Logo

You are commenting using your WordPress.com account. Log Out / Change )

Twitter picture

You are commenting using your Twitter account. Log Out / Change )

Facebook photo

You are commenting using your Facebook account. Log Out / Change )

Google+ photo

You are commenting using your Google+ account. Log Out / Change )

Connecting to %s