Cover image for Symmetry And Complexity : The Spirit And Beauty Of Nonlinear Science.
Symmetry And Complexity : The Spirit And Beauty Of Nonlinear Science.
Title:
Symmetry And Complexity : The Spirit And Beauty Of Nonlinear Science.
Author:
Mainzer, Klaus.
ISBN:
9789812569400
Personal Author:
Physical Description:
1 online resource (448 pages)
Contents:
Contents -- Preface -- Introduction -- 1. Symmetry and Complexity in Early Culture and Philosophy -- 1.1 Cultural and Cosmic Harmony -- 1.2 Cultural and Cosmic Diversity -- 2. Symmetry and Complexity in Mathematics -- 2.1 Symmetry and Group Theory -- 2.2 Symmetry Breaking and Bifurcation Theory -- 2.3 Complexity, Nonlinearity and Fractals -- 3. Symmetry and Complexity in Physical Sciences -- 3.1 Symmetry in Physics -- 3.2 Symmetry Breaking and Phase Transitions -- 3.3 Complexity, Attractors and Dynamical Systems -- 4. Symmetry and Complexity in Chemical Sciences -- 4.1 Symmetry in Chemistry -- 4.2 Symmetry Breaking and Chirality -- 4.3 Complexity, Dissipation and Nanosystems -- 5. Symmetry and Complexity in Life Sciences -- 5.1 Symmetry in Biology -- 5.2 Symmetry Breaking and Evolution -- 5.3 Complexity and Biodiversity of Life -- 6. Symmetry and Complexity in Economic and Social Sciences -- 6.1 Symmetry, Social Balance, and Economic Equilibrium -- 6.2 Symmetry Breaking and Socio-economic Transitions -- 6.3 Complexity and Sociodiversity of Globalization -- 7. Symmetry and Complexity in Computer Science -- 7.1 Symmetry and Complexity in Information Dynamics -- 7.2 Symmetry and Complexity in Computational Dynamics -- 8. Symmetry and Complexity in Philosophy and Arts -- 8.1 The Philosophy of Symmetry and Complexity -- 8.2 The Beauty of Symmetry and Complexity -- References -- Subject Index -- Name Index.
Abstract:
Cosmic evolution leads from symmetry to complexity by symmetry breaking and phase transitions. The emergence of new order and structure in nature and society is explained by physical, chemical, biological, social and economic self-organization, according to the laws of nonlinear dynamics.
Local Note:
Electronic reproduction. Ann Arbor, Michigan : ProQuest Ebook Central, 2017. Available via World Wide Web. Access may be limited to ProQuest Ebook Central affiliated libraries.
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