Geometry and Analysis in Dynamical Systems

Name: Geometry and Analysis in Dynamical Systems
Brand: WORLD SCIENTIFIC PUB CO INC
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Hardcover | 1 December 1993

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Hardcover
188 Pages

Dimensions(cm)
22.86 x 16.51 x 1.27

Hardcover

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These proceedings aim to understand the connection between dynamical systems and geometry and analysis in research. Complex dynamical systems, electric circuits, reconstruction of bifurcation diagrams, integrable systems, quantum chaos, ergodic theory, foliation, zeta functions are covered.

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Non-Fiction Mathematics Calculus & Mathematical Analysis Differential Calculus & Equations Engineering & Technology Technology in General Maths for Engineers Science Science in General Maths for Scientists Geometry Analytic Geometry

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Preface
Ising Models, Julia Sets and Similarity of the Maximal Entropy Measures	p. 1
Simulation of an Electronic Multivibrator	p. 13
Reconstructing Bifurcation Diagrams only from Time-Waveforms	p. 29
Bifurcation and Scaling Law of Complex Dynamical System Z[subscript n+1] = In Z[subscript n] + C	p. 50
A Note on Milnor and Thurston's Monotonicity Theorem	p. 60
Integrability of Dynamical Systems and Movable Singularity of Their Solutions	p. 63
Level Statistics and Semiclassical Periodic-Orbit Expansion for Polygonal Billiards	p. 71
Degeneracies of Eigenvalues in a Maslov-Quantised Perturbed 1:1 Resonant Oscillator	p. 83
Multi-Dimensional Maps with Infinite Invariant Measures and Countable State Sofic Shifts	p. 100
Superintegrable Foliation and Web Structure	p. 126
Dynamical Systems Associated with SU(2, 2)	p. 140
An Extension of Rigidity of Horocycles to the Case of Higher Dimensions	p. 151
One-Dimensional Markov Maps and Selberg Zeta Functions Associated with Cofinite Fuchsian Groups	p. 161
Classification of [actual symbol not reproducible] Diffeomorphisms	p. 174
Table of Contents provided by Blackwell. All Rights Reserved.

Geometry and Analysis in Dynamical Systems

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Hardcover

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