Quantum Fractals : From Heisenberg's Uncertainty To Barnsley's Fractality

Quantum Fractals : From Heisenberg's Uncertainty To Barnsley's Fractality
by Arkadiusz Jadczyk / / / PDF


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Starting with numerical algorithms resulting in new kinds of amazing fractal patterns on the sphere, this book describes the theory underlying these phenomena and indicates possible future applications. The book also explores the following questions:

Starting with numerical algorithms resulting in new kinds of amazing fractal patterns on the sphere, this book describes the theory underlying these phenomena and indicates possible future applications. The book also explores the following questions:What are fractals?

What are fractals?How do fractal patterns emerge from quantum observations and relativistic light aberration effects?

How do fractal patterns emerge from quantum observations and relativistic light aberration effects?What are the open problems with iterated function systems based on Mobius

What are the open problems with iterated function systems based on Mobiustransformations?

transformations?Can quantum fractals be experimentally detected?

Can quantum fractals be experimentally detected?What are quantum jumps?

What are quantum jumps?Is quantum theory complete and/or universal?

Is quantum theory complete and/or universal?Is the standard interpretation of Heisenberg's uncertainty relations accurate?

Is the standard interpretation of Heisenberg's uncertainty relations accurate?What is Event Enhanced Quantum Theory and how does it differs from spontaneous localization theories?

What is Event Enhanced Quantum Theory and how does it differs from spontaneous localization theories?What are the possible applications of quantum fractals?

What are the possible applications of quantum fractals? Readership: Advanced undergraduate students and professionals in quantum chaos, as well as philosophers of science.

Readership: Advanced undergraduate students and professionals in quantum chaos, as well as philosophers of science.

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