| Description |
1 online resource (xvii, 393 pages, 8 unnumbered pages of plates) : illustrations (some color) |
| Contents |
The phenomenon : complex motion, unusual geometry. Chaotic motion -- Fractal objects -- Introductory concepts. Regular motion -- Driven motion -- Investigation of chaotic motion. Chaos in dissipative systems -- Transient chaos in dissipative systems -- Chaos in conservative systems -- Chaotic scattering -- Applications of chaos -- Epilogue : outlook. Appendix. A.1. Deriving stroboscopic maps -- A.2. Writing equations in dimensionless forms -- A.3. Numerical solution of ordinary differential equations -- A.4. Sample programs -- A.5. Numerical determination of chaos parameters -- Solutions to the problems |
| Summary |
This work provides a clear introduction to chaos phenomena for undergraduate students in science, engineering, and mathematics, using examples that range from enginnering problems through to astronomical aspects |
| Bibliography |
Includes bibliographical references and index |
| Notes |
Translated from Hungarian |
|
Print version record |
| Subject |
Chaotic behavior in systems.
|
|
Dynamics.
|
|
kinetics (dynamics)
|
|
SCIENCE -- Chaotic Behavior in Systems.
|
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Chaotic behavior in systems
|
|
Dynamics
|
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Chaotisches System
|
|
Dynamik
|
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Chaos.
|
|
Niet-lineaire dynamica.
|
|
Dynamiek.
|
| Form |
Electronic book
|
| Author |
Gruiz, Márton.
|
|
Kulacsy, Katalin
|
| ISBN |
9780511335044 |
|
0511335040 |
|
051133446X |
|
9780511334467 |
|
0511333129 |
|
9780511333125 |
|
9780511803277 |
|
0511803273 |
|
9780511333804 |
|
0511333803 |
|
1281040118 |
|
9781281040114 |
|
9786611040116 |
|
6611040110 |
|
0511567219 |
|
9780511567216 |
|
