Editing Incubator escapee wiki:Requested articles/Mathematics (section)

==[[Dynamical systems]]==
*[[Aubry–Mather theory]] - <!--2010-06-18T15:56:38Z-->
*[[Twist maps]] (see, e.g., [http://www.tufts.edu/~bhasselb/thebook.html]; related to [[Aubry–Mather theory]]; classic example is [[Dynamical billiards]], although that page does not contain this perspective)
*[[CARIMA model]] - <!--2007-05-06T19:09:06Z-->
* [[Denef–Loeser zeta function]] or [[topological zeta function]]
*[[Dimension theory of dynamical systems]] - <!--2008-08-20T11:58:11Z-->
* [[Earthquake flow]] -<ref>{{cite journal | last=Mirzakhani | first=Maryam | authorlink=Maryam Mirzakhani | title=Ergodic theory of the earthquake flow | journal=International Mathematics Research Notices | zbl=1189.30087 | year=2008 | doi=10.1093/imrn/rnm116 }}</ref> <!--2014-08-13-->
* [[Hilbert–Arnold problem]] [[:ru:Проблема Гильберта — Арнольда]]
* [[Kolmogorov model]], a more generalised form of the [[Lotka–Volterra equations]] (cited at end of the lead)
*[[Lifshitz sphere]] (reference to [[Casimir effect]] through [[Evgeny Lifshitz]]?)
* [[Nilflow]], e.g., as studied by [[Bill Parry (mathematician)]]
* [[Palis conjecture]] (finitude of attractors)<ref name="BonattiDíaz2006">{{cite book |author1=Christian Bonatti|author2=Lorenzo J. Díaz|author3=Marcelo Viana|title=Dynamics Beyond Uniform Hyperbolicity: A Global Geometric and Probabilistic Perspective|url=https://books.google.com/books?id=FS57Tv3YHwYC&pg=PA9|date=30 March 2006|publisher=Springer Science & Business Media|isbn=978-3-540-26844-4|page=9}}</ref>[https://www.google.com/?gws_rd=ssl#q=Palis+conjecture+finitude+attractors]
* [[Period-doubling monoid]] - currently redirects to [[De Rham curve#Properties]] <!-- 2012-12-09 -->
* [[Pseudo-torus]] -<ref>{{cite book | zbl=0955.00025 | editor1-last=Baake | editor1-first=Michael | editor2-last=Moody | editor2-first=Robert V. | editor2-link=Robert Moody | title=Directions in mathematical quasicrystals | location=Providence, RI | publisher=[[American Mathematical Society]] | series=CRM Monograph Series | volume=13 | year=2000 | isbn=0-8218-2629-8 | page=237 }}</ref>  <!--2014-03-31-->
* [[Topological pressure]] -<ref>{{cite book | title=An Introduction to Ergodic Theory | volume=79 | series=[[Graduate Texts in Mathematics]] | issn=0072-5285 | first=Peter | last=Walters | chapter=Topological Pressure and Its Relationship with Invariant Measures | publisher=[[Springer-Verlag]] | year=2000 | isbn=0-387-95152-0 | page=207 | doi=10.1007/978-1-4612-5775-2_10 | doi-broken-date=2024-11-02 }}</ref>
*[[Wiener's ergodic theorem]] (ergodic theorems for <math>\mathbb{Z}^d</math> actions; see [http://dx.doi.org/10.1215/S0012-7094-39-00501-6]) - <!--2008-09-21T02:33:23Z-->
*[[Zeeman catastrophe machine]] (see, e.g., [http://www.ams.org/featurecolumn/archive/cusp4.html]) <!--2005-10-20T12:29:32Z-->