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Number of items: 6.

Altmann, E. G. and Friedrich, T. and Motter, A. E. and Kantz, H. and Richter, A. (2008):
Prevalence of marginally unstable periodic orbits in chaotic billiards.
77, In: Phys. Rev. E, (1), APS, pp. 016205, [Online-Edition: http://link.aps.org/abstract/PRE/v77/e016205],
[Article]

Altmann, E. G. and Friedrich, T. and Motter, A. E. and Kantz, H. and Richter, A. (2008):
Prevalence of marginally unstable periodic orbits in chaotic billiards.
77, In: Physical Review E, (1), APS, ISSN 1539-3755, [Online-Edition: http://dx.doi.org/10.1103/PhysRevE.77.016205],
[Article]

Ferretti Manffra, E. and Kantz, H. and Just, W. (2001):
Periodic orbits and topological entropy of delayed maps.
E 63, In: Physical review, pp. 046203, [Article]

Just, Wolfram and Kantz, H. and Rödenbeck, C. and Helm, M. (2001):
Stochastic modelling: replacing fast degrees of freedom by noise.
A 34, In: Journal of physics, pp. 3199-3213, [Article]

Schmüser, F. and Just, W. and Kantz, H. (2000):
On the relation between coupled map lattices and kinetic Ising models.
E 61, In: Physical review, pp. 3675-3684, [Article]

Just, Wolfram and Kantz, H. (2000):
Some considerations on Poincare maps for chaotic flows.
A 33, In: Journal of physics, pp. 163-170, [Article]

This list was generated on Sat Feb 15 01:15:38 2020 CET.