I would love to see the source code involved, but the link on your blog is broken. Could I requisition for you to send me the code or to repost it for download?
omg awesome. This is the first time I've ever heard of fractal interpolations. I didn't even know you could do that. I wonder if there's any m-set interpolations. ::off to do more research::
Fractal dimension changes continuously here, because the number of transformations is constant while their scale factor and position change continuously over the time. It would be interesting to see the dimension value changing in the video, but actually I don't have time to retake the code.
Hausdorff dimension changes continuously too, and I guess there's a formal demonstration for it :)
dasyat
sedekelen 4 weeks ago
really nice!
77Fortran 1 year ago
very nice... well done!
ZebraErlbeck 2 years ago
I would love to see the source code involved, but the link on your blog is broken. Could I requisition for you to send me the code or to repost it for download?
ryan50ryan 2 years ago
@ryan50ryan: I'm sorry, Galileo server seems to be temporarily offline. It should be online in a few (days?)
jfrusciantetube 2 years ago
omg awesome. This is the first time I've ever heard of fractal interpolations. I didn't even know you could do that. I wonder if there's any m-set interpolations. ::off to do more research::
smashingparadox 2 years ago
in what way do any of the fractal diminesons change, like discrtily or contiusly for the hausdoff dimenison?
MathDemos 4 years ago
Fractal dimension changes continuously here, because the number of transformations is constant while their scale factor and position change continuously over the time. It would be interesting to see the dimension value changing in the video, but actually I don't have time to retake the code.
Hausdorff dimension changes continuously too, and I guess there's a formal demonstration for it :)
jfrusciantetube 4 years ago