-- card: 4053 from stack: in -- bmap block id: 0 -- flags: 0000 -- background id: 2619 -- name: -- part 1 (field) -- low flags: 00 -- high flags: 0000 -- rect: left=39 top=27 right=60 bottom=464 -- title width / last selected line: 0 -- icon id / first selected line: 0 / 0 -- text alignment: 1 -- font id: 34 -- text size: 24 -- style flags: 17152 -- line height: 32 -- part name: -- part contents for card part 1 ----- text ----- Multi-Fractals -- part contents for background part 23 ----- text ----- A strange attractor may be better represented in terms of intertwined fractal subsets, each with their own scaling exponent (dimension). This opens a new realm of applications of fractal geometry to physical systems. • J. Feder "Fractals" Chapt. 6 • I. Procaccia "Universal properties of dynamically complex systems: the organisation of chaos" Nature vol. 333 (1988) p618.