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

Defense Technical Information Center · leaf 82

An illustration from The Fractal Geometry of Nature; Its Mathematical Basis and Application to Computer Graphics, 1986, leaf 82
Gauss [Ref. 9:pp. 1> llj who formulated a least squar<^ approach, published in 1809 in Theoria Motiu Corporum Coehatium. The form of the normal distribution was not finalized until the early 20‘^ century. We take our definition of the normal distribution from [Ref. 9:pp 18), refer to Figure 5.7.… … “ Many njai&fftiatw’iaft* can lay rlaim lo foundtsf tfet dutrtbutsM, most notably. Fi- me Simos de Lai4are and Abraham dr Motm Krf 9pp tl 81

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

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