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The Fractal Geometry of Nature; Its Mathematical Basis and Application to Computer Graphics (1986)

Defense Technical Information Center · leaf 51

An illustration from The Fractal Geometry of Nature; Its Mathematical Basis and Application to Computer Graphics, 1986, leaf 51
The Midpoint Displacement Technique Figure 4. 3. a First Midpoint Displacement. … Figure 4.3. The Koch Generator Using Midpoint Displacement. The mid'poiiU dtspSacement method is demonstrated in Figure 4.3. The method progresses by taking the initial initiator and applying the first midpoint displacement. This yields the figure demonstrated in Figure 4.3.a. The next step…

Gaddis, Michael E · Naval postgraduate school monterey ca · Computer graphics · Geometry · Computations · Stochastic processes · Acceptability · Terrain models · Roughness · Theses · Terrain

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