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265, (2006), no 1, 165--188 .pdf
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their almost 1-1 extensions. J. Lond. Math. Society, 78, (2008), no 1, 1--20. pdf
- M.I. Cortez, F. Durand, S. Petite. Linearly
repetitive Delone systems have a finite number of non periodic Delone
systems factors. Proc.
Amer. Math. Soc. 138, (2010),
1033-1046. .pdf
- H.
Oyono-Oyono, S. Petite. C^*-algebras of Penrose hyperbolic tilings. Journal of Geometry and
Physics. 61 (2011), pp. 400--424. .pdf
- M.I. Cortez, S. Petite. Invariant
measures and orbit equivalence for generalized Toeplitz subshifts, Groups, Geometry, and
Dynamics. 8
(2014) no. 4., 1007--1045 .pdf
- E.
Garibaldi, S. Petite, P.
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methods for stationary uniquely ergodic setting,
Ann. Henri Poincaré 18 (2017), no.
9, 2905--2943. .pdf
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lamination, Monatsh.
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and strong orbit equivalence, Ergod. Th. & Dynam. Sys.
36 (2016), no. 8, 2419--2440 .pdf
- F.
Durand, S. Petite. Conjugacy of Unimodular Pisot Substitution Subshifts to
Domain Exchanges, To appear in AHL 30 p. .pdf
- S. Donoso, F.
Durand, A. Maass, S. Petite. On
automorphism groups of low complexity minimal subshifts, Ergod. Th. & Dynam. Sys.
36 (2016), no 1, 64--95 .pdf
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capacity of subshifts of finite type, Journal of Number theory
158 (2016); 165-184 .pdf
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Durand, N. Ormes,
S. Petite. Self-Induced Systems J.Anal.
Math. 135 (2018), no. 2, 725--756. .pdf
- V. Cyr, J. Franks, B. Kra,
S. Petite. Distortion and the automorphism group of a shift. Journal of Modern Dynamics (2018), 13, 147--161. .pdf
- S. Donoso, F.
Durand, A. Maass, S. Petite. On automorphism groups of
Toeplitz subshifts. Discrete Analysis
2017:11, 19 pp..pdf
- M.I. Cortez, S. Petite. Realization of big centralizers of
minimal aperiodic actions on the Cantor set Disc.
& Cont. Dyn. Systs A (2020), 40 (5), 2891--2901..pdf
- V.
Berthé , P.
Cecchi, F.
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S. Petite On the
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68--71 .pdf
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Durand, A. Maass, S. Petite. Interplay between finite
topological rank minimal Cantor systems, S-adic subshifts and their
complexity Trans. Amer. Math. Soc. 374
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Garibaldi, S. Petite, P.
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solutions on linearly repetitive quasi-periodic sets Comm. Math. Phys. 405 (2024), no. 12, Paper No. 291 .pdf
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Petite. Large normalizers of Zd-odometers systems and realization on
substitutive subshifts Discrete
& Contin. Dyn. Syst. A (2024), 44 (12), 3848–3877 .pdf
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A.
Maass, S. Petite. A geometric framework for asymptoticity
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Book Chapter
- J. Aliste-Prieto, D. Coronel, M.I.
Cortez, F.
Durand, S.
Petite. "Linearly repetitive
Delone
sets"
dans J. Kellendonk, D. Lenz, J.
Savinien (eds), Mathematics
of Aperiodic Order, Birkhäuser,
Progress in Mathematics, (309) 2015 pp 195--222 .pdf
- S. Petite "Automorphismes de sous-shifts
minimaux" .pdf
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