000			02091cam a2200265 a 4500
001			vtls002774960
003			MY-SjTCS
005			20200226103851.0
008			110218s1992 nyuabf b 001 0 eng
020			_a0387979034 (hbk.)
039		9	_a201404241756 _bshuhada _c201102181333 _dVLOAD _y200407271954 _zVLOAD
082	0	4	_a514.74 _bPEI
100	1		_aPeitgen, Heinz-Otto, _d1945- _916480
245	1	0	_aChaos and fractals : _bnew frontiers of science / _cHeinz-Otto Peitgen, Hartmut Jurgens, Dietmar Saupe.
260			_aNew York : _bSpringer-Verlag, _cc1992.
300			_axvi, 984 p., [24] p. of plates : _bill. (some col.), maps ; _c24 cm.
504			_aIncludes bibliographical references and index.
505	0		_aPreface. - Authors. - Foreword / Mitchell J. Feigenbaum. - Introduction : Causality Principle, Deterministic Laws and Chaos. - 1. The Backbone of Fractals : Feedback and the Iterator. - 2. Classical Fractals and Self-Similarity. - 3. Limits and Self-Similarity. - 4. Length, Area and Dimension : Measuring Complexity and Scaling Properties. - 5. Encoding Images by Simple Transformations. - 6. The Chaos Game : How Randomness Creates Deterministic Shapes. - 7. Recursive Structures : Growing of Fractals and Plants. - 8. Pascal's Triangle : Cellular Automata and Attractors. - 9. Irregular Shapes : Randomness in Fractal Constructions. - 10. Deterministic Chaos: Sensitivity, Mixing, and Periodic Points. - 11. Order and Chaos : Period-Doubling and its Chaotic Mirror. - 12. Strange Attractors : The Locus of Chaos. - 13. Julia Sets : Fractal Basin Boundaries. - 14. The Mandelbrot Set: Ordering the Julia Sets. - Appendix A. Discussion of Fractal Image Compression / Yuval Fisher. - Appendix B. Multifractal Measures / Carl J. G. Evertsz, Benoit B. Mandelbrot. - Bibliography. - Index.
590			_aSpecialist Mathematics : 2MSC20
650		0	_aChaotic behavior in systems _920524
650		0	_aFractals. _96938
700	1		_aJürgens, H. _q(Hartmut) _916481
700	1		_aSaupe, Dietmar, _d1954- _916482
920			_aSAM : 74460, 74461
999			_c29032 _d29032