Presents a unifying approach to the physics of chaos, nonlinear systems, dynamic networks, evolutionary dynamics, econophysics, and the theory of relativity. Each chapter has many worked examples and simple computer simulations that allow the student to explore the rich phenomena of nonlinear physics.
Presents a unifying approach to the physics of chaos, nonlinear systems, dynamic networks, evolutionary dynamics, econophysics, and the theory of relativity. Each chapter has many worked examples and simple computer simulations that allow the student to explore the rich phenomena of nonlinear physics.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
David D. Nolte is a Professor of Physics at Purdue University and is an internationally recognized researcher in laser photonics. He received his baccalaureate from Cornell University and his PhD from the University of California at Berkeley. He is the author of over 160 journal papers, has secured 14 US patents in applied optics and biophotonics, and is the technical founder of two small start-up companies: Perfinity, Inc., a molecular diagnostics company, and Animated Dynamics LLC, a cancer therapeutics company, both located in West Lafayette, IN. David is a Fellow of the Optical Society of America, a Fellow of the American Physical Society and a Fellow of the American Association for the Advancement of Science. He was a Research Fellow of the Alfred P. Sloan Foundation, and a Presidential Young Investigator of the National Science Foundation. In 2005 he received the Herbert Newby McCoy Award, which is the highest scientific honor awarded by Purdue University.
Inhaltsangabe
Part 1: Geometric Mechanics 1: Physics and Geometry 2: Lagrangian Mechanics 3: Hamiltonian Dynamics and Phase Space Part 2: Nonlinear Dynamis 4: Nonlinear Dynamics and Chaos 5: Hamiltonian Chaos 6: Coupled Oscillatros and Synchronization Part 3: Complex Systems 7: Network Dynamics 8: Evolutionary Dynamics 9: Neurodynamics and Neural Networks 10: Economic Dynamics Part 4: Relativity and Space-Time 11: Metric Spaces and Geodesic Motion 12: Relativistic Dynamics 13: The General Theory of Relativity and Gravitation
Part 1: Geometric Mechanics 1: Physics and Geometry 2: Lagrangian Mechanics 3: Hamiltonian Dynamics and Phase Space Part 2: Nonlinear Dynamis 4: Nonlinear Dynamics and Chaos 5: Hamiltonian Chaos 6: Coupled Oscillatros and Synchronization Part 3: Complex Systems 7: Network Dynamics 8: Evolutionary Dynamics 9: Neurodynamics and Neural Networks 10: Economic Dynamics Part 4: Relativity and Space-Time 11: Metric Spaces and Geodesic Motion 12: Relativistic Dynamics 13: The General Theory of Relativity and Gravitation
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