000124952 000__ 01169cam\a2200385W1\4500 000124952 001__ 124952 000124952 005__ 20210513043820.0 000124952 008__ 830603s1983\\\\cauaf\\\\b\\\\00110\eng\d 000124952 010__ $$a81-015085 000124952 019__ $$a16696126$$a18096193 000124952 020__ $$a0716711869$$c34.95 000124952 035__ $$a(OCoLC)ocm09572380 000124952 035__ $$a00379086 000124952 035__ $$9AAN8717SI 000124952 035__ $$a124952 000124952 040__ $$aIXA$$cIXA$$dMBU$$dm/c$$dOCL 000124952 049__ $$aISEA 000124952 090__ $$aQA447$$b.M357 1983 000124952 096__ $$aQA 447 M271f 1983 000124952 099__ $$aQA447 .M357 1983 000124952 1001_ $$aMandelbrot, Benoit B. 000124952 24514 $$aThe fractal geometry of nature /$$cBenoit B. Mandelbrot. 000124952 250__ $$aUpdated and augmented. 000124952 260__ $$aSan Francisco :$$bW.H. Freeman,$$cc1983. 000124952 300__ $$a468 p., C16 p. of plates :$$bill. (some col.) ;$$c24 cm. 000124952 500__ $$aRev. ed. of: Fractals. c1977. 000124952 500__ $$aIncludes indexes. 000124952 504__ $$aBibliography: p. [425]-443. 000124952 650_0 $$aGeometry. 000124952 650_0 $$aMathematical models. 000124952 650_0 $$aStochastic processes. 000124952 650_2 $$aProbability 000124952 650_2 $$aMathematics 000124952 85200 $$bgen$$hQA447 .M357 1983 000124952 909CO $$ooai:library.usi.edu:124952$$pGLOBAL_SET 000124952 948__ $$abibl ETHS605 7/92 000124952 966__ $$c 1$$lUSIGEN$$mBKGEN$$sQA447 .M357 1983$$p34.95$$xISEA$$z090$$b39203009850632 000124952 980__ $$aBIB 000124952 980__ $$aBOOK