Volume 2 [15 articles]

• New feedback functions for synchronizing chaotic maps, M.K. Ali
  Volume 2 (1998), Issue 1, 1–5
• Dynamic system evolution and Markov chain approximation, Roderick V.Nicholas Melnik
  Volume 2 (1998), Issue 1, 7–39
• On the derivation of the nonlinear discrete equations numerically integrating the Euler PDEs, F.N. Koumboulis, M.G. Skarpetis, B.G. Mertzios
  Volume 2 (1998), Issue 1, 41–51
• Irregular attractors, Vadim S. Anishchenko, Galina I. Strelkova
  Volume 2 (1998), Issue 1, 53–72
• Some remarks on second order linear difference equations, B.G. Zhang, Chuanjun Tian
  Volume 2 (1998), Issue 2, 93–97
• Coupled flare attractors -- a discrete prototype for economic modelling, Georg C. Hartmann, Otto E. Rössler
  Volume 2 (1998), Issue 3, 153–159
• Dynamic ensembles with variable structure and friction simulation, I.V. Feldstein, N.N. Kuzmin
  Volume 2 (1998), Issue 3, 167–172
• Symbolic dynamics, entropy and complexity of the Feigenbaum map at the accumulation point, Werner Ebeling, Katja Rateischak
  Volume 2 (1998), Issue 3, 187–194
• Statiscal polymer method: Modeling of macromolecules and aggregates with branching and crosslinking formed in random processes, Freddy A. Romm, Oleg L. Figovsky
  Volume 2 (1998), Issue 3, 203–208
• How and why do neurons generate complex rhythms with various frequencies?, Teresa Ree Chay, Young Seek Lee
  Volume 2 (1998), Issue 4, 215–242
• Pattern recognition using chaotic neural networks, Z. Tan, B.S. Hepburn, C. Tucker, M.K. Ali
  Volume 2 (1998), Issue 4, 243–247
• Chaotic attractors of two-dimensional invertible maps, Vadim S. Anishchenko, Tatjana E. Vadivasova, Galina I. Strelkova, Andrey S. Kopeikin
  Volume 2 (1998), Issue 4, 249–256
• Oscillation of certain partial difference equations, Sung Kyu Choi, Bing Gen Zhang
  Volume 2 (1998), Issue 4, 257–265
• Simulation of earthquake with cellular automata, P.G. Akishin, M.V. Altaisky, I. Antoniou, A.D. Budnik, V.V. Ivanov
  Volume 2 (1998), Issue 4, 267–279
• Numerical simulations through first order nonlinear difference equation to study highly ductile symmetric fold (HDSF) dynamics: A conceptual study, B.S. Daya Sagar
  Volume 2 (1998), Issue 4, 281–298