Biblio

[PonceVarao] Ponce G, Varao R.  2017.  Measure rigidity and disintegration: time-one maps of flows.

[pavlov2016intrinsic] Pavlov R.  2016.  On intrinsic ergodicity and weakenings of the specification property. Advances in Mathematics. 295:250–270.

[SchmidtToral] Schmidt K.  2016.  Representations of toral automorphisms. Topology and its Applications. 205:88-116.

[dang2016spectral] Dang NViet, Riviere G.  2016.  Spectral analysis of Morse-Smale gradient flows. arXiv preprint arXiv:1605.05516.

[bowen2015amenable] Bowen L, Nevo A.  2015.  Amenable equivalence relations and the construction of ergodic averages for group actions. Journal d'Analyse Mathématique. 126:359–388.

[burguet2015entropyRate] Burguet D., Liao G., Yang J.  2015.  Asymptotic $h$-expansiveness rate of $C^\infty$ maps. Proc. Lond. Math. Soc.. 111:381--419.

[MR3294965] Koslicki D, Thompson DJ.  2015.  Coding sequence density estimation via topological pressure. J. Math. Biol.. 70:45–69.

[hochman2015borel] Hochman M.  2015.  Every Borel automorphism without finite invariant measures admits a two-set generator.

[boyle2014almost] Boyle M, Buzzi J.  2014.  The almost Borel structure of surface diffeomorphisms, Markov shifts and their factors. arXiv preprint arXiv:1409.7330.

[kosloff2014conservative] Kosloff Z.  2014.  Conservative Anosov diffeomorphisms of the two torus without an absolutely continuous invariant measure. arXiv preprint arXiv:1410.7707.

[putnam2014homology] Putnam I.  2014.  A homology theory for Smale spaces. 232

[faure2014semiclassical] Faure F, Tsujii M.  2014.  Semiclassical approach for the Ruelle-Pollicott spectrum of hyperbolic dynamics. Analytic and Probabilistic Approaches to Dynamics in Negative Curvature. :65–135.

[kulczycki2013almost] Kulczycki M, Kwietniak D, Oprocha P.  2013.  On almost specification and average shadowing properties. arXiv preprint arXiv:1307.0120.

[CT13] Climenhaga V, Thompson DJ.  2013.  Equilibrium states beyond specification and the {B}owen property. J. Lond. Math. Soc. (2). 87:401–427.

[meyerovitch2013gibbs] Meyerovitch T.  2013.  Gibbs and equilibrium measures for some families of subshifts. Ergodic Theory and Dynamical Systems. 33:934–953.

[hochman2013full] Hochman M.  2013.  Isomorphism and embedding of {B}orel systems on full sets. Acta Appl. Math.. 126:187–201.

[giulietti2012anosov] Giulietti P, Liverani C, Pollicott M.  2012.  Anosov flows and dynamical zeta functions. arXiv preprint arXiv:1203.0904.

[paulin2012equilibrium] Paulin F, Pollicott M, Schapira B.  2012.  Equilibrium states in negative curvature. arXiv preprint arXiv:1211.6242.

[climenhaga2012intrinsic] Climenhaga V, Thompson DJ.  2012.  Intrinsic ergodicity beyond specification: $\beta$-shifts, S-gap shifts, and their factors. Israel Journal of Mathematics. 192:785–817.

[abdenur2011nonuniform] Abdenur F, Bonatti C, Crovisier S.  2011.  Nonuniform hyperbolicity for C 1-generic diffeomorphisms. Israel Journal of Mathematics. 183:1–60.

[quas2011weak] Quas A, Soo T.  2011.  Weak mixing suspension flows over shifts of finite type are universal. arXiv preprint arXiv:1110.1113.

[sun2010dominated] Sun W, Tian X.  2010.  Dominated splitting and Pesin's entropy formula. arXiv preprint arXiv:1004.3441.

[gang2010entropy] Gang L, Viana M, Yang J.  2010.  The entropy conjecture for diffeomorphisms away from tangencies. arXiv preprint arXiv:1012.0514.

[MR2743829] Matsumoto S.  2010.  The unique ergodicity of equicontinuous laminations. Hokkaido Math. J.. 39:389–403.

[hurder2009classifying] Hurder S.  2009.  Classifying foliations. Foliations, geometry, and topology,. Contemp. Math 498:1-65.