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Fractal Geometry
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Author(s):
Kenneth Falconer
Publication date
(Online):
January 28 2005
Publisher:
John Wiley & Sons, Ltd
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Book
ISBN (Electronic):
9780470013854
ISBN (Print):
9780470848616
ISBN (Print):
9780470848623
Publication date:
September 19 2003
Publication date (Online):
January 28 2005
DOI:
10.1002/0470013850
SO-VID:
a4db04a3-3f78-4f0e-ba3b-95b336335097
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Book chapters
pp. i
Front Matter
pp. 1
Mathematical Background
pp. 27
Hausdorff Measure and Dimension
pp. 39
Alternative Definitions of Dimension
pp. 59
Techniques for Calculating Dimensions
pp. 76
Local Structure of Fractals
pp. 90
Projections of Fractals
pp. 99
Products of Fractals
pp. 109
Intersections of Fractals
pp. 121
Iterated Function Systems-Self-Similar and Self-Affine Sets
pp. 151
Examples from Number Theory
pp. 160
Graphs of Functions
pp. 176
Examples from Pure Mathematics
pp. 186
Dynamical Systems
pp. 215
Iteration of Complex Functions-Julia Sets
pp. 244
Random Fractals
pp. 258
Brownian Motion and Brownian Surfaces
pp. 277
Multifractal Measures
pp. 298
Physical Applications
pp. 317
References
pp. 329
Index
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