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Baake, Michael; Neumärker, Natascha: Orbit structure and (reversing) symmetries of toral endomorphisms on rational lattices. In: Discrete and continuous dynamical systems A. Jg.33 H. 2. 2012, S. 527-553
Inhalt
2. Preliminaries and powers of integer matrices
2.1. Lattices, rings and groups
2.2. Orbit counts and generating functions
2.3. Matrix order on lattices and plateau phenomenon
2.4. Powers of integer matrices
2.5. Results for d=2
3. Orbit pretail structure of toral endomorphisms
3.1. General structure
3.2. The pretail tree
3.3. Decomposition on pr
3.4. Classification on p
4. Symmetry and reversibility
4.1. Reversibility of `39`42`"613A``45`47`"603ASL(2,Z)-matrices mod n
4.2. Reversibility in `39`42`"613A``45`47`"603AGL(2,Fp)
4.3. Some extensions to higher dimensions
4.4. Reversibility mod n
4.5. Matrix order and symmetries over Fp
Appendix: Two classic examples
A.1. Arnold's cat map
A.2. Fibonacci cat map
Acknowledgments
REFERENCES