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

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An illustration from The Fractal Geometry of Nature; Its Mathematical Basis and Application to Computer Graphics, 1986, leaf 40
gle should be defined such that the ratio of the X distance (horizontal) to the Y distance (vertical) is equal to the ratio of the X-Y distances of his (real-valued) window. The Z-distance (front and back clipping plane distance) should be equal to the distance in the window coordinates that… … Thm LmagtSi Lmmw TS* FiattJm lf#r# Umppxei To Titma rhm FSXSL_SXSS, So Mmp Thtir Corratfpottiiiog Foxicioa 40 T&* FSaimi Sat. T&* Poiat-m To Ttsa FixmJ Smt. Figure 3.2. The Fractal Recursive Termination Event. 39 ^ ■*•■»*< ». « » *■ y • ► * 7. •

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

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