Beziars from Iterated Function Systems
authorSam Moore <matches@ucc.asn.au>
Thu, 16 Jan 2014 05:36:01 +0000 (13:36 +0800)
committerSam Moore <matches@ucc.asn.au>
Thu, 16 Jan 2014 05:36:01 +0000 (13:36 +0800)
commit84bd0152f58f92049357d184d1cee7c57722cb83
tree6efda3c36c2312ef4544728cb362c5bfcab6f494
parent2327a5dc388b9dbb0b7ff408364d38e9938282d4
Beziars from Iterated Function Systems

Using Goldman's Iterated Function System to generate a Bezier is horribly inefficient.
I guess the point is that it proves that a Bezier is a fractal.

The subdivision still looks like it gives a slightly different curve to
just sampling P(t), but maybe I aren't using enough points.
ipython_notebooks/de_Casteljau.ipynb
ipython_notebooks/fractals_basic.ipynb

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