Combinatorics and dynamical systems: Difference between revisions

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==References==
*{{Citation|last1=Alsedà|first1=Lluís|title=Combinatorial Dynamics and Entropy in Dimension One|publication-date=October 2000|edition=2nd|publisher=World Scientific|isbn=978-981-02-4053-0|last2=Libre|first2=Jaume|last3=Misiurewicz|first3=Michał|author-link3=Michał Misiurewicz}}
*{{citation
| last1 = Baake | first1 = Michael
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*{{citation
| last = Fogg | first = N. Pytheas
| editor5-first = Anne
| editor5-last = Siegel
| editor4-first = Christian
| editor4-last = Mauduit
| editor3-first = Sébastien
| editor3-last = Ferenczi
| editor2-first = Valéré
| editor2-last = Berthé
| editor1-first = N. Pytheas
| editor1-last = Fogg
| doi = 10.1007/b13861
| isbn = 3-540-44141-7
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| publisher = Springer-Verlag
| series = Lecture Notes in Mathematics
| title = Substitutions in dynamicsDynamics, arithmeticsArithmetics and combinatoricsCombinatorics
| volume = 1794
| year = 2002}}.
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| title = Combinatorial vector fields and dynamical systems
| volume = 228
| year = 1998}}.| s2cid = 121002180
}}.
*{{citation
| last1 = Kaimanovich | first1 = V.
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| last = Lothaire
| first = M.
| authorlinkauthor-link = M. Lothaire
| isbn = 978-0-521-84802-2
| ___location = Cambridge
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| url-access = registration
| url = https://archive.org/details/appliedcombinato0000loth
}}.
*{{citation
| last = Lundberg | first = Erik
| pages = 2741–2744
| journal = Topology and Its Applications
| title = Almost all orbit types imply period-3
| volume = 154
| year = 2007| issue = 14
| doi = 10.1016/j.topol.2007.05.009
| doi-access = free
}}.
*{{citation