References in zbMATH (referenced in 22 articles , 2 standard articles )

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  1. Chen, Ning; Sun, Jing; Sun, Yan-Ling; Tang, Ming: Visualizing the complex dynamics of families of polynomials with symmetric critical points (2009)
  2. Field, Michael; Golubitsky, Martin: Symmetry in chaos: a search for pattern in mathematics, art and nature. (2009)
  3. Liu, Yanxi; Hel-Or, Hagit; Kaplan, Craig S.; Van Gool, Luc: Computational symmetry in computer vision and computer graphics (2009)
  4. Chen, Ning; Meng, Fan Yu: Critical points and dynamic systems with planar hexagonal symmetry (2007)
  5. Darvas, György: Symmetry. (2007)
  6. Chung, K.W.; Chan, H.S.Y.; Wang, B.N.: Automatic generation of nonperiodic patterns from dynamical systems (2004)
  7. Chung, K.W.; Wang, B.N.: Automatic generation of aesthetic patterns on aperiodic tilings by means of dynamical systems. (2004)
  8. Ye, Rui-song; Zou, Yu-ru; Lu, Jian: Fractal tiling with the extended modular group (2004)
  9. Chung, K.W.; Chan, H.S.Y.; Wang, B.N.: Efficient generation of hyperbolic symmetries from dynamics (2002)
  10. Golubitsky, Martin; Stewart, Ian: The symmetry perspective. From equilibrium to chaos in phase space and physical space (2002)
  11. Malasoma, J. -M.: Countable infinite sequence of attractors’ families for the simplest known equivariant chaotic flow. (2002)
  12. Stewart, Ian: Does God play dice? The new mathematics of chaos. (2002)
  13. Chung, K.W.; Chan, H.S.Y.; Wang, B.N.: Tessellations in three-dimensional hyperbolic space from dynamics and the quaternions (2001)
  14. Gatermann, Karin: Computer algebra methods for equivariant dynamical systems (2000)
  15. Lamb, Jeroen S.W.; Roberts, John A.G.: Time-reversal symmetry in dynamical systems: a survey (1998)
  16. Andres, Jan: Nonlinear rotations (1997)
  17. Schneider, Peter; Grassberger, Peter: Studying attractor symmetries by means of cross-correlation sums (1997)
  18. Reiter, Clifford A.: Attractors with the symmetry of the $n$-cube (1996)
  19. Aston, Philip J.; Dellnitz, Michael: Symmetry breaking bifurcations of chaotic attractors (1995)
  20. Kroon, Michel; Stewart, Ian: Detecting the symmetry of attractors for six oscillators coupled in a ring (1995)

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