My Library

University LibraryCatalogue

     
Limit search to items available for borrowing or consultation
Record 4 of 11
Result Page: Previous Next
Can't find that book? Try BONUS+
 
Look for full text

Search Discovery

Search CARM Centre Catalogue

Search Trove

Add record to RefWorks

Cover Art
E-RESOURCE
Author Abraham, Ralph.

Title Chaos in discrete dynamical systems : a visual introduction in 2 dimensions / Ralph H. Abraham, Laura Gardini, Christian Mira ; with 153 illustrations made with the assistance of Scott Hotton ; companion CD-ROM by Ronald J. Record and Ralph H. Abraham.

Published Santa Clara, Calif. : Springer/TELOS, [1997]
ñ997

Copies

Location Call No. Status
 UniM INTERNET resource    AVAILABLE
Physical description 1 online resource (xxv, 246 pages) : illustrations
1 online resource (1 computer optical disc (4 3/4 in.)
Bibliography Includes bibliographical references (pages 235-243) and index.
Contents Basic Concepts in 1D -- Absorbing Areas -- Holes -- Fractal Boundaries -- Chaotic Contact Bifurcations -- Conclusion -- Includes Appendices on Notations, Topological Dynamics, Critical Curves, Synonyms, and History.
Summary Chaos in Discrete Dynamical Systems covers topics in chaos theory, bifurcations and critical curves in a visual, 2-dimensional context. This unique publication is the culmination of a three-year experiment in electronic publishing. As such, it is a package comprised of three carefully intertwined components: a printed book, a cross-platform CD-ROM and a website. The extensively illustrated book is the primary component. The CD-ROM is mainly devoted to presenting 12 computer graphic animations in full color, all tied directly into the content of the book. The user interface to the CD-ROM is made in the style of the world wide web. It is designed to integrate seamlessly with the web site dedicated to this project. This site is maintained by the Visual Math Institute, UC Santa Cruz: http://www.vismath.org/chaos. Motivation for this ambitious package is the conviction that this style of electronic publishing is the ideal medium for mathematical communication. This is especially true for the branch of mathematics known as dynamical systems theory. The essence of this communicative style is the dynapic technique, in which a drawing is developed stroke-by-stroke, along with a carefully coordinated spoken commentary. This is the traditional method used by most mathematicians when speaking among themselves. Visual Math!
Notes Description based on print version record.
Other author Gardini, L. (Laura)
Mira, C.
Subject Differentiable dynamical systems.
Chaotic behavior in systems.
Dynamische systemen.
Chaos.
Sistemas dinamicos.
Chaos (th⥯rie des systᥭes)
Dynamique diff⥲entiable.
Electronic books.
ISBN 9781461219361 (electronic bk.)
1461219361 (electronic bk.)
0387943005
9780387943008
3540943005
9783540943006
Standard Number 10.1007/978-1-4612-1936-1