Différences
Ci-dessous, les différences entre deux révisions de la page.
Les deux révisions précédentes Révision précédente Prochaine révision | Révision précédente Prochaine révisionLes deux révisions suivantes | ||
wikipage [2019/03/20 14:50] – bedaride | wikipage [2019/10/17 06:04] – [Recherche] bedaride | ||
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- Weak local rules for planar octagonal tilings. N. Bédaride& | - Weak local rules for planar octagonal tilings. N. Bédaride& | ||
- An example of PET. Computation of the Hausdorff dimension. N. Bédaride& | - An example of PET. Computation of the Hausdorff dimension. N. Bédaride& | ||
- | - Symbolic dynamics for the piecewise rotations: Case of the bijective non symmetric maps. N. Bédaride & I. Kaboré. Qualitative theory of dynamical systems. 17(3), 651-664. | + | - Symbolic dynamics for the piecewise rotations: Case of the bijective non symmetric maps. N. Bédaride & I. Kaboré. Qualitative theory of dynamical systems. |
- | - Topological substitution and Rauzy fractal. N.Bédaride & A. Hilion & T. Jolivet. Bulletin de la SMF. To appear 29pp. | + | - Topological substitution and Rauzy fractal. N.Bédaride & A. Hilion & T. Jolivet. Bulletin de la SMF. 2018 Tome 146, Fascicule 3, p575-612. |
- | - Canonical projection tiling defined by patterns. | + | - Canonical projection tiling defined by patterns. |
- | 20 pages. | + | - Graph towers, laminations and their invariant measures. |
Ligne 41: | Ligne 41: | ||
**Articles soumis** | **Articles soumis** | ||
* Symbolic dynamics for the piecewise rotations: Case of the bijective symmetric maps. N. Bédaride & I. Kaboré. 20pp. | * Symbolic dynamics for the piecewise rotations: Case of the bijective symmetric maps. N. Bédaride & I. Kaboré. 20pp. | ||
- | * Thermodynamic formalism and substitutions. N. Bédaride& | + | * Thermodynamic formalism and substitutions. N. Bédaride& |
- | | + | |
- | * Tower power for $S$-adics. | + | * Tower power for $S$-adics. |
Ligne 52: | Ligne 52: | ||
* Cohomology and cut and project tilings. N. Bédaride & A. G. Lecuona. 30pp. | * Cohomology and cut and project tilings. N. Bédaride & A. G. Lecuona. 30pp. | ||
- | * S-adic systems of complexity $2n+1$ and translations on the torus. | + | * S-adic systems of complexity $2n+1$ and translations on the torus. N. Pytheas Fogg. 30 pages. |