Mathematica Tutorial: Visualization And Graphics - Wolfram Research

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74 Visualization and Graphics As with the two-dimensional primitives, some three-dimensional graphics primitives have multicoordinate forms which are a more efficient representation. When dealing with a very large number of primitives, using these multi-coordinate forms where possible can both reduce the memory footprint of the resulting graphic and make it render much more quickly. rantricoords defines merely the coordinates of a random triangle. In[8]:= rantricoords := Table@rcoord, 83
Visualization and Graphics 75 In[11]:= Self-intersecting nonconvex polygons are filled according to an even-odd rule that alternates between filling and not filling at each crossing. Graphics3D@Polygon@Table@8Cos@2 p k ê 5D, Sin@2 p k ê 5D, 0
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Mathematica Tutorial: Visualization And Graphics - Wolfram Research

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