Discrete Dynamics in Nature and Society

1997 - 2025

Continued by Discrete Dynamics in Nature and Society.

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Volume 3, month January, 1999

Stability of a time discrete perturbed dynamical system with delay pp. 1-7

Michael I. Gil' and Sui Sun Cheng

Cognition: Differential-geometrical view on neural networks pp. 1-7

S. A. Buffalov

Editorial pp. 1-1

Vladimir Gontar and Michael Sonis

Inefficient equilibria in transition economy pp. 1-15

Sergei Guriev and Igor Pospelov

Demographic processes and ethnic residential segregation pp. 1-14

Itzhak Omer

Numerical simulations in astrophysics:Supernovae explosions, magnetorotational model and neutrino emission pp. 1-14

G. S. Bisnovatyi-Kogan

Transition from the chaotic turbulence to the turbulent structures pp. 1-8

A. Kingsep

Coupled flare attractors – a discrete prototype for economic modelling pp. 1-8

Georg C. Hartmann and Otto E. Rossler

Towards a theory of mind pp. 1-8

Abraham Boyarsky

Female contraception in the coming years pp. 1-6

Caspi Eliahu

Self-organization in interface dynamics and urban development pp. 1-12

Ehud Meron

Environmental refugees: Consequences and policies from a western perspective pp. 1-12

Alan E. Nash

Population growth and the environment: Can we eat the cake and have it? pp. 1-12

Shmuel Amir

Rotating shallow water modeling of planetary,astrophysical and plasma vortical structures (plasma transport across a magnetic field,model of the jupiter's GRS, prediction of existence of giant vortices in spiral galaxies) pp. 1-16

M. V. Nezlin, A. Yu Rylov, E. N. Snezhkin, K. B. Titishov and G. P. Chernikov

Self-organized criticality and urban development pp. 1-16

Michael Batty and Yichun Xie

On the fractality of the biological tree-like structures pp. 1-10

Jaan Kalda

Population growth and environment as a self-organizing system pp. 1-28

Peter M. Allen

A note on the global attractivity of a discrete model of nicholson's blowflies pp. 1-5

B. G. Zhang and H. X. Xu

Blowout bifurcation of chaotic saddles pp. 1-5

Tomasz Kapitaniak, Ying-Cheng Lai and Celso Grebogi

Population, society, and environment on the verge of the 21 st century: An overview pp. 1-3

Juval Portugali

Will there be enough food on the table? pp. 1-13

John E. Ross

Metaphors and social science pp. 1-4

Eric D. Macpherson

Book review: The economy as an evolving complex system II, edited by W. Brian Arthur, Steven N. Durlauf, and David A. Lane pp. 1-4

J. Barkley Rosser

Foreword pp. 1-2

Vladimir Gontar and Michael Sonis

Book review: Chaos in discrete dynamical systems: A visual introduction in 2 dimensions, by Ralph H. Abraham, Laura Gardini, and Christian Mira pp. 1-2

James Sochacki

Introduction pp. 1-2

E. P. Velikhov

From fast to slow processes in the evolution of urban and regional settlement structures pp. 1-11

Wolfgang Weidlich

Emergence of collective behavior in a system of autonomous agents pp. 1-9

I. Antoniou, F. Bosco, V. V. Ivanov and I. V. Kisel

The stalled revolution of contraception pp. 1-9

H. Peter Tarnesby

Anomalous resistance of the fractal current-carrying corona of Z-pinch pp. 1-9

A. Kingsep

Modeling population dynamics in the city: From a regional to a multi-agent approach pp. 1-22

Itzhak Benenson

Volume 2, month January, 1998

Simulation of earthquakes with cellular automata pp. 1-13

P. G. Akishin, M. V. Altaisky, I. Antoniou, A. D. Budnik and V. V. Ivanov

Thermal noise and the incessant vibration of the outer hair cells in the cochlea pp. 1-5

W. Fritze and M. Steurer

Pattern recognition using chaotic neural networks pp. 1-5

Z. Tan, B. S. Hepburn, C. Tucker and M. K. Ali

New feedback functions for synchronizing chaotic maps pp. 1-5

M. K. Ali

Morphogenesis of an institution on a lattice game pp. 1-5

Elettra Agliardi and Emanuele Giovannetti

Book review: A review of chaos, catastrophe, and human affairs: Applications of nonlinear dynamics to work, organizations, and social evolution by Stephen J. Guastello pp. 1-5

Frederick David Abraham and Stephen J. Guastello

Some remarks on second order linear difference equations pp. 1-5

B. G. Zhang and Chuan Jun Tian

Book review: Armin Bunde and Shlomo Havlin, (Fractals and disordered systems). second revised and enlarged edition pp. 1-3

T. Gregory Dewey

Irregular Attractors pp. 1-20

Vadim S. Anishchenko and Galina I. Strelkova

Numerical simulations through first order nonlinear difference equation to study highly ductile symmetric fold (HDSF) dynamics: A conceptual study pp. 1-18

B. S. Sagar

On the derivation of the nonlinear discrete equations numerically integrating the Euler PDE s pp. 1-11

F. N. Koumboulis, M. G. Skarpetis and B. G. Mertzios

Oscillation of certain partial difference equations pp. 1-9

Sung Kyu Choi and Bing Gen Zhang

Coupled flare attractors – a discrete prototype for economic modelling pp. 1-7

Georg C. Hartmann and Otto E. Rossler

The study of bray– liebhafsky reaction over a wide range of temperatures. I. experimental contributions pp. 1-7

R. Vîlcu, T. Danciu and D. Bala

Dynamic system evolution and markov chain approximation pp. 1-33

Roderick V. Nicholas Melnik

Cities and cellular automata pp. 1-15

Roger White

Chaotic attractors of two-dimensional invertible maps pp. 1-8

Vadim S. Anishchenko, Tatjana E. Vadivasova, Galina I. Strelova and Andrey S. Kopeikin

Symbolic dynamics, entropy and complexity of the feigenbaum map at the accumulation point pp. 1-8

Werner Ebelings and Katja Rateitschak

Statistical polymer method: Modeling of macromolecules and aggregates with branching and crosslinking, formed in random processes pp. 1-6

Freddy A. Romm and Oleg L. Figovsky

Dynamic ensembles with variable structure and friction simulation pp. 1-6

I. V. Feldstein and N. N. Kuzmin

Nonlinear dynamics of the additive-pulse modelocked laser pp. 1-12

E. J. Mozdy and C. R. Pollock

Simulation of land use evolution by discrete events method: Application to “la chaîne des puys” from XV to XVIII Century pp. 1-14

Y. Michelin and C. Poix

Fractal geometry of urban patterns and their morphogenesis pp. 1-19

Pierre Frankhauser

Morphometric relations of fractal-skeletal based channel network model pp. 1-16

B. S. Daya Sagar, Charles Omoregie and B. S. Prakasa Rao

How and why do neurons generate complex rhythms with various frequencies? pp. 1-28

Teresa Ree Chay and Young Seek Lee