The Fractal Geometry of Nature; Its Mathematical Basis and Application to Computer Graphics (1986)
Defense Technical Information Center · leaf 83
ated in Figure 5.8. The standard normal distribution function is the special case where fi = 0 and cr = 1. This reduces the general equation to the simplified equatif'n: 1 1 xO The above functions describe the behavior of a normal random variable. We need a function that returns values from that… … j — es.arx j { -gfi . 4S» . — j I - - 90 . 37% - 1 Figure 5.8. The Standard Normal Distribution. 82
Gaddis, Michael E · Naval postgraduate school monterey ca · Computer graphics · Geometry · Computations · Stochastic processes · Acceptability · Terrain models · Roughness · Theses · Terrain
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