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Christoph Hormann wrote:
> Because it uses a fixed table for the sample directions. If you know a
> way for generating an arbitrary number of sample directions on the fly
> with random yet uniform distribution (and cos theta density distribution)
> you are welcome to share it... ;-)
Actually, that's easy, if I understand the question correctly: let (x, y) be
a random point in the unit circle (x^2 + y^2 <= 1), and let z = sqrt(1 -
x^2 - y^2).
Anders
--
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C>2)}torus{1..2clipped_by{box{-2y}}rotate<1 0C>*90translate<D+1A(2)
*2+1#else}cylinder{0(C-v=1).2translate<D+C*A(2)A(4)#end-2 13>finish
{specular 1}pigment{rgb x}#end#end#end-8;1B(445000298)B(519053970)B
(483402386)B(1445571258)B(77778740)B(541684549)B(42677491)B(70)}
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