19. Self-refining fractal objects
A subset of is called self-affine if there is an anisotropic affine transformation for which it is invariant. This notion of self-affine allows us to generalize the notion of fractal constructed by self-similarity (p. 139 of , ,
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Self-refining fractal objects
Bibliography
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(1) - AARTS (J.M.), NISHIURA (T.) - Dimension and extensions, - North-Holland, 331 pages (1993).
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(2) - ALBEVERIO (S.), PRATSIOVYTYL (M.), TORBIN (G.) - Transformations preserving the Hausdorff-Besicovitch dimension, - Central European Journal of Mathematics, Vol. 6,...
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