A Concise Introduction to Hypercomplex Fractals
This book presents concisely the full story on complex and hypercomplex fractals, starting from the very first steps in complex dynamics and resulting complex fractal sets. It progresses through the generalisations of Julia and Mandelbrot sets on a complex plane, the Holy Grail of fractal geometry—a 3D Mandelbrot set—and ends with hypercomplex, multicomplex, and multihypercomplex fractal sets which are still under consideration by scientists.
A Concise Introduction to Hypercomplex Fractals is written in as simple a way as possible to ensure it is understandable to most people whose math knowledge covers only the fundamentals of complex numbers. Moreover, the book is filled with illustrations of generated fractals and stories related to great mathematicians, number spaces, and related fractals.
In most cases, only the information required for proper understanding of the nature of a given vector space or the construction of a given fractal set is provided. Nevertheless, a more advanced reader may treat this book as a fundamental compendium on hypercomplex fractals, with references to purely scientific issues like the dynamics and stability of hypercomplex systems.
This book presents concisely the full story on complex and hypercomplex fractals, starting from the very first steps in complex dynamics and resulting complex fractal sets. It progresses through the generalisations of Julia and Mandelbrot sets on a complex plane, the Holy Grail of fractal geometry—a 3D Mandelbrot set—and ends with hypercomplex, multicomplex, and multihypercomplex fractal sets which are still under consideration by scientists.
A Concise Introduction to Hypercomplex Fractals is written in as simple a way as possible to ensure it is understandable to most people whose math knowledge covers only the fundamentals of complex numbers. Moreover, the book is filled with illustrations of generated fractals and stories related to great mathematicians, number spaces, and related fractals.
In most cases, only the information required for proper understanding of the nature of a given vector space or the construction of a given fractal set is provided. Nevertheless, a more advanced reader may treat this book as a fundamental compendium on hypercomplex fractals, with references to purely scientific issues like the dynamics and stability of hypercomplex systems.
Original: $107.21
-65%$107.21
$37.52Description
This book presents concisely the full story on complex and hypercomplex fractals, starting from the very first steps in complex dynamics and resulting complex fractal sets. It progresses through the generalisations of Julia and Mandelbrot sets on a complex plane, the Holy Grail of fractal geometry—a 3D Mandelbrot set—and ends with hypercomplex, multicomplex, and multihypercomplex fractal sets which are still under consideration by scientists.
A Concise Introduction to Hypercomplex Fractals is written in as simple a way as possible to ensure it is understandable to most people whose math knowledge covers only the fundamentals of complex numbers. Moreover, the book is filled with illustrations of generated fractals and stories related to great mathematicians, number spaces, and related fractals.
In most cases, only the information required for proper understanding of the nature of a given vector space or the construction of a given fractal set is provided. Nevertheless, a more advanced reader may treat this book as a fundamental compendium on hypercomplex fractals, with references to purely scientific issues like the dynamics and stability of hypercomplex systems.
