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196 books were found.
Number theory and fractal geometry are combined in this study of the vibrations of fractal strings. The book centres... Read More >>
This text deals with the visualization and exploration of invariant sets (fractals, strange attractors, resonance... Read More >>
Written for engineers, scientists or graduate students, this text deals with chaos and fractals within an engineering... Read More >>
Fractals: A Tool Kit of Dynamics Activities Fractals reveals the complicated and rich geometry of natural objects... Read More >>
An introduction to fractal geometry, its various expressions in African cultures, and an exploration of the implications... Read More >>
This is a continuation of the first volume, published in 1997. Mathematics has become more and more involved in... Read More >>
Fractional factorial plans are of immense practical utility in many fields of investigation (particularly in experimental... Read More >>
Fractals are geometric shapes created by replication. Many objects in nature are formed by these figures including... Read More >>
Contains topics that include stochastic analysis on configuration spaces, specifically a mathematically rigorous... Read More >>
One of the ways to understand the complexity in scientific disciplines is through the use of factual geometry. This... Read More >>
With comprehensive and contemporary discussions on equilibrium and kinetic aspects of major soil chemical processes... Read More >>
There is a growing interest in applying fractals and chaos (nonlinear dynamics) to a variety of problems in biology... Read More >>
The principles of symmetry and self-symmetry are expressed in fractals, the subject of study in dimension theory.... Read More >>
The book is characterized by the illustration of cases of fractal, self-similar and multi-scale structures taken... Read More >>
This book provides the mathematical background required for the study of fractal topics. It deals with integration... Read More >>
This book proposes new notions of coherent geometric structure. Fractal patterns have emerged in many contexts,... Read More >>
This book discusses Mandelbrot's fractals using Hata's work on self-similarities. Included is a discussion by Yamaguchi... Read More >>
Deals with the symbiotic relationship between the theory of function spaces, fractal geometry, and spectral theory... Read More >>
Mandelbrot is world famous for his creation of the new mathematics of fractal geometry. This book, the first volume... Read More >>
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Details the major advances in fractal theory. It presents new domains of applications, among them environmental... Read More >>