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WILLEMS Models for dynamical phenomena
GUMOWSKI Recurrences and the transition from point to
P BRUTER Bifurcation and continuity
Z MARIC M BOZlC and D DAVIDOVIC Randomness and determinism in
FARGUE Particles and classical1ike theories
P B SCHEURER Time its structural coding and quantum kinetics
VIDAL Spatial selforganization phenomena in chemical systems
ZEEMAN Dynamics of Darwinian evolution
DEMETRIUS Ergodic theory and dynamical systems in evolutionary
G A CARPENTER Some cellbiological mechanisms governing complex
J TONNELAT Normal tendency toward formation of singularities
MIRA Some historical aspects concerning the theory of
S DINER Epilogue
Stabilizing Dynamics: Constructing Economic Knowledge
E. Roy Weintraub
Limited preview - 1991
Dynamical systems - Scholarpedia
Dynamical systems are deterministic if there is a unique consequent to every state, or stochastic or random if there is a probability distribution of ...
www.scholarpedia.org/ article/ Dynamical_systems
Dynamical Systems (Including Chaos)
Sensitive dependence is not, by itself, dynamically interesting; very trivial, linear dynamical systems have it. (Exponential growth, for instance! ...
www.cscs.umich.edu/ ~crshalizi/ notabene/ chaos.html
Home Page of Gerald Teschl
Keywords: Ordinary differential equations, Dynamical systems, Sturm-Liouville equations. Download ... Dynamical systems; The flow of an autonomous equation ...
www.mat.univie.ac.at/ ~gerald/ ftp/ book-ode/
dynamical system: Definition and Much More from Answers.com
For simple dynamical systems, knowing the trajectory is often sufficient, ... Linear dynamical systems and systems that have two numbers describing a state ...
www.answers.com/ topic/ dynamical-system
JSTOR: An Introduction to Chaotic Dynamical Systems.
An Introduction to Chaotic Dynamical Systems. By ROBERT L. DEVANEY. Benjamin/ Cummings, Menlo Park, CA, 1986. xvi + 320 pp. No price given. ...
Dynamical Systems in Chaos: Some Recent Books
tive theory of dynamical systems'; this term is less sensational, .... dynamical systems texts in the manner of the Smale school; the latter, for ...
imamat.oxfordjournals.org/ cgi/ reprint/ 39/ 1/ 91.pdf
Dynamical systems , by gd Birkhoff, American Mathematical Society ...
Dynamical systems, by gd Birkhoff, American Mathematical Society Colloquium. Publications, vol. IX, 295 pp. In these colloquium lectures the author presents ...
www.ams.org/ bull/ 2000-37-01/ S0273-0979-99-00829-0/ S0273-0979-99-00829-0.pdf
Differential Forms and Dynamical Systems
One of the modern geometric views of dynamical systems is as vector fields ... who researched dynamical systems in a fashion much closer to Poincare than to ...
www.springerlink.com/ index/ d3801r367t12236l.pdf
Ergodic Theory of Dynamical Systems
The Ergodic Theory of Dynamical systems is a branch of the theory of Differential Equations. It was founded as a separate discipline by Poincare, ...
www.mccme.ru/ mathinmoscow/ courses/ view.php?name=Ergodic%20Theory%20of%20Dynamical%20Systems.htm
849 ON CERTAIN DYNAMICAL SYSTEMS WITH POINTS OF PEANO 1 ...
t See, in particular, Dynamical Systems, Colloquium Publications of this ... CERTAIN DYNAMICAL SYSTEMS. 851. When the time increases and decreases every ...
projecteuclid.org/ DPubS/ Repository/ 1.0/ Disseminate?handle=euclid.bams/ 1183496399&