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COMPUTATIONAL PHYSICS: Proceedings of the II Granada Lectures - Tapa dura

P L Garrido, J Marro

 
9789810211639: COMPUTATIONAL PHYSICS: Proceedings of the II Granada Lectures

Sinopsis

This book contains the invited lectures and a short account of communications at the II Granada Lectures which focused on Dynamical Systems. Key concepts such as dissipative dynamical systems, orbits, bifurcations, classical Hamiltonian chaos, KAM theorem, hyperbolic sets, time series analysis, renormalization group, quantum chaos and their applications were covered during the seminar. In addition, popular topics in computational statistical physics such as models of growth, material physics, fluids, nonequilibrium phase transitions, critical phenomena and computational astrophysics were also discussed. Written pedagogically at the graduate level, the topics were described comprehensively and supported by illustrations. This book is useful for beginners and a valuable reference for professionals in this field.

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Reseña del editor

This book contains the invited lectures and a short account of communications at the II Granada Lectures which focused on Dynamical Systems. Key concepts such as dissipative dynamical systems, orbits, bifurcations, classical Hamiltonian chaos, KAM theorem, hyperbolic sets, time series analysis, renormalization group, quantum chaos and their applications were covered during the seminar. In addition, popular topics in computational statistical physics such as models of growth, material physics, fluids, nonequilibrium phase transitions, critical phenomena and computational astrophysics were also discussed. Written pedagogically at the graduate level, the topics were described comprehensively and supported by illustrations. This book is useful for beginners and a valuable reference for professionals in this field.

Reseña del editor

This book contains the invited lectures and a short account of communications at the seminar which focused on Dynamical Systems. Active researchers described some key concepts such as dissipative dynamical systems, orbits, bifurcations, classical Hamiltonian chaos, KAM theorem, hyperbolic sets, time series analysis, renormalization group, quantum chaos and their applications. In addition some other topics in Computational Statistical Physics such as models of growth, materials physics, fluids, nonequilibrium phase transitions, critical phenomena and Computational Astrophysics. The lecture notes are written pedagogically at the graduate level, topics are described comprehensively, and some practical sessions are illustrated. The book may thus serve to introduce the beginner to those areas of Computational Physics, and as a reference for professors, researchers and students.

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