Scientific Publications: 2016
The following codes indicate the association of publications and preprints with specific ESI activities:
- AGS = Measured Group Theory
- ASA = Synergies between Mathematical and Computational Approaches to Quantum Many-Body Physics
- BLT = Mixing Flows and Averaging Methods
- DCC = ESI/CECAM-Workshop: Water at Interfaces: From Proteins to Devices
- FMS = Nonlinear Flows
- HPS = Challenges and Concepts for Field Theory and Applications in the Era of LHC Run-2
- IS = Individual Scientists
- JRF = Junior Research Fellow
- MF = Current Trends in Descriptive Set Theory
- RIT = Research in Teams
- SRF = Senior Research Fellows
- TSB = Normal Numbers: Arithmetic, Computational and Probabilistic Aspects
Thematic Programmes
Measured Group Theory (AGS)
- L. Garncarek, Mini-course: property of rapid decay, arXiv:1603.06730 [math.GR].
- Ś. R. Gal, J. Gismatullin, Uniform symplicity of groups with proximal action, arXiv:1602.08740 [math.GR].
- A. Le Boudec, N. Matte Bon, Subgroup dynamics and $C^*$-simplicity of groups of homeomorphisms , arXiv: 1605.01651 [math.GR].
- L. Grabowski, T. Schick, On computing homology gradients over finite fields, arXiv: 1410.1693 [math.GT].
- M. Cavaleri, Computability of Følner sets, arXiv: 1606.04293 [math.GR].
- G. Racher, On weak compactness in Fourier algebras.
Mixing Flows and Averaging Methods (BLT)
- V. Araújo, I. Melbourne, Existence and smoothness of the stable foliation for sectional hyperbolic attractors, arXiv:1604.06924 [math.DS].
- H. Bruin, D. Schleicher, Hausdorff dimension of biaccessible angles for quadratic polynomials, http://www.mat.univie.ac.at/ bruin/papers/Biac.pdf,Preprint 2012 and revised 2016 [.pdf].
- H. Bruin, J. Bobok, Constant slope maps and the Vere-Jones classification, arXiv:1602.06905 [math.DS], Entropy 18(6), 234, 2016, see also http://www.mat.univie.ac.at/ bruin/papers/constantslope.pdf.
- H. Bruin, D. Terhesiu, The Dolgopyat inequality in BV for non-Markov maps, arXiv:1604.07013 [math.DS], see also http://www.mat.univie.ac.at/$\sim$bruin/papers/AFU.pdf, Accepted in Stochastic and Dynamics (will appear shortly).
- H. Bruin, I. Melbourne, D.Terhesiu, Rates of mixing for nonMarkov infinite measure semiflows, arXiv:1607.08711 [math.DS], see also http://www.mat.univie.ac.at/$\sim$bruin/papers/BMT.pdf.
- P. Bálint, F. Sélley, Mean field coupling of identical expanding circle maps, to appear in Journal of Statistical Physics.
- P. Bálint, T. Gilbert, P. Nándori, I. P. Tóth, D. Szász, On the Limiting Markov Process of Energy Exchanges in a Rarely Interacting Ball-Piston Gas, J. Stat. Phys, 166 (2017), no. 3-4, 903-925, arXiv:1510.06408 [math.DS].
- V. Climenhaga, S. Luzzatto, Y. Pesin, The geometric approach for constructing Sinai-Ruelle-Bowen measures, J. Sat. Phys. 166 (2017), no. 3-4, 467-493. 37D25 (58), https://www.math.uh.edu/ climenha/doc/srb-measures-survey.pdf.
- V. Climenhaga, Y. Pesin, Building thermodynamics for non-uniformly hyperbolic maps, https://www.math.uh.edu/ climenha/doc/nuh-thermodynamics.pdf.
- T. Gilbert, Heat conduction and the nonequilibrium stationary states of stochastic energy exchange processes arXiv:1703.01240 [cond-mat.stat-mech].
- M. Nicol, A. Török, S. Vaienti, Central limit theorems for sequential and random intermittent dynamical systems, arXiv:1510.03214 [math.DS].
- W. Bahsoun, B. Saussol, Linear response in the intermittent family: differentiation in a weighted $C^0$-norm, Discrete Contin. Dyn. Syst. 36 (2016), no. 12, 6657-6668, arXiv:1512.01080 [math.DS].
- O. Butterley, K. War, Open Sets of Exponentially Mixing Anosov Flows, Preprint 2017, arXiv:1609.03512.
- I. Melbourne, D. Terhesiu, Renewal theorems and mixing for non Markov flows with infinite measure. Preprint January 2017. arXiv: 1701.08440.
- H. Bruin, M. F. Demers, M. Todd, Hitting and escaping statistics: mixing, targets and holes. Preprint 2017, arXiv:1609.01196.
Nonlinear Flows (FMS)