World Scientific series on nonlinear science. Series B; 12 (Singapore, 2004). - ОГЛАВЛЕНИЕ / CONTENTS
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ОбложкаDynamics and bifurcation of patterns in dissipative systems / ed. by Dangelmayr G., Oprea I. - Singapore: World Scientific, 2004. - xiii, 389 p.: ill. - (World Scientific series on nonlinear science. Series B; 12). - Incl. bibl. ref. - Ind.: p.387-389. - ISBN 981-238-946-6
 

Оглавление / Contents
 
Preface ......................................................... v

PART I.   INSTABILITIES, BIFURCATION, AND THE ROLE
          OF SYMMETRY ........................................... 1

1.  Symmetry and Pattern Formation on the Visual Cortex
    (Survey Article) ............................................ 3
       M. Golubitsky, L.-J. Shiau, and A. Török

2.  Matrix Free Approach in the Numerical Analysis of
    Bifurcations and Instabilities ............................. 20
       E.L. Allgower, G. Dangelmayr, K. Georg, and I. Oprea

3.  Validity of the  Ginzburg-Landau Approximation in
    Pattern Forming Systems with Time Periodic Forcing ......... 39
       N. Breindl, G. Schneider, and H. Uecker

4.  Stability and Bifurcation from Relative Equilibria and
    Relative Periodic Orbits ................................... 58
       P. Chossat

5.  Rotating Magnetoconvection with Magnetostrophic Balance .... 78
       K. Julien, E. Knobloch, and S.M. Tobias

6.  Pattern Formation on a Sphere ............................. 102
       P.C. Matthews

7.  Convergence Properties of Fourier Mode Representations
    of Quasipatterns .......................................... 124
       A.M. Rucklidge

PART II.  LOCALIZED PATTERNS, WAVES, AND WEAK TURBULENCE ...... 141

8.  Phase Diffusion and Weak Turbulence (Survey Article) ...... 143
       J. Lega

9.  Pattern Formation and Parametric Resonance ................ 158
       D. Armbruster and T.-C. Jo

10. Mean Flow Effects in Model Equations for Faraday Waves .... 174
       S. Rüdiger and J.M. Vega

11. Rogue Waves and the Benjamin-Feir Instability ............. 194
       C.M. Schober

12. Heterogeneous Pacemakers in Oscillatory Media ............. 214
       M. Stich and A.S. Mikhailov

PART III. MODELLING AND CHARACTERIZATION OF
          SPATIO-TEMPORAL COMPLEXITY .......................... 229

13. A Finite-Dimensional Mechanism Responsible for Bursts
    in Fluid Mechanics (Survey Article) ....................... 231
       E. Knobloch

14. Biological Lattice Gas Models ............................. 274
       M.S. Alber, M. Kiskowski, Y. Jiang, and S. Newman

15. A Comparison of Optimal Low Dimensional Projections
    of a Hurricane Simulation ................................. 292
       A. Fox, M. Kirby, J. Persing, and M. Montgomery

16. Linear and Nonlinear Nusselt Number Measurements During
    Electroconvection of a Liquid Crystal ..................... 309
       J.T. Gleeson

17. Characterizations of Far from Equilibrium Structures
    Using Their Contours ...................................... 319
       G. Nathan and G.H. Gunaratne

18. Dynamics near Robust Heteroclinic Cycles .................. 329
       J. Porter

19. Internal Dynamics of Intermittency ........................ 357
       R. Sturman and P. Ashwin

20. Experiments with Dictyostelium Discoideum Amoebae
    in Different Geometries ................................... 373
       С. Völtz and E. Bodenschatz

Index ......................................................... 387


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