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 [2016/09/20 11:42] – bedaride | wikipage [2019/03/21 06:41] – bedaride | ||
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- Directional complexity of the hypercubic billiard. Discrete mathematics. 2009 Volume 309, pp. 2053-2066. | - Directional complexity of the hypercubic billiard. Discrete mathematics. 2009 Volume 309, pp. 2053-2066. | ||
- Number of balanced words for a given length and height. N. Bédaride & E. Domenjoud, D. Jamet, J.L. Remy (LORIA, Nancy). Discrete mathematics and theoretical computer sciences. 2010, volume 3, 41-62. | - Number of balanced words for a given length and height. N. Bédaride & E. Domenjoud, D. Jamet, J.L. Remy (LORIA, Nancy). Discrete mathematics and theoretical computer sciences. 2010, volume 3, 41-62. | ||
- | - Outer billiard outside regular polygons. N. Bédaride & J. Cassaigne (IML, Marseille).Journal of the London Mathematical Society. 2011, Numero 83 volume 2, 301-323. | + | - Outer billiard outside regular polygons. N. Bédaride & J. Cassaigne (IML, Marseille). Journal of the London Mathematical Society. 2011, Numero 83 volume 2, 301-323. |
- Characterization of quasi-rational polygons. N. Bédaride. Nonlinearity 25 (2012) 3099-3110. | - Characterization of quasi-rational polygons. N. Bédaride. Nonlinearity 25 (2012) 3099-3110. | ||
- Geometric realizations of substitutive tilings. N. Bédaride & A. Hilion. Quarterly Journal of Mathematics. 2013 Volume 4, 255-279. | - Geometric realizations of substitutive tilings. N. Bédaride & A. Hilion. Quarterly Journal of Mathematics. 2013 Volume 4, 255-279. | ||
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- When periodicities enforce aperiodicity. N. Bédaride & Th. Fernique (LIPN, Paris). Communication in Mathematical Physics. 2015 Volume 335, Issue 3, Page 1099-1120. | - When periodicities enforce aperiodicity. N. Bédaride & Th. Fernique (LIPN, Paris). Communication in Mathematical Physics. 2015 Volume 335, Issue 3, Page 1099-1120. | ||
- No weak local rules for the 4p-fold tilings. N.Bédaride & Th. Fernique. 14pp. Discrete and computational geometry. 2015 Volume 54, Issue 4, Page 980-992. | - No weak local rules for the 4p-fold tilings. N.Bédaride & Th. Fernique. 14pp. Discrete and computational geometry. 2015 Volume 54, Issue 4, Page 980-992. | ||
- | - An example of PET. Computation of the Hausdorff dimension. N. Bédaride& | + | - 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& |
+ | - | ||
+ | - 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. | ||
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**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. | ||
- | * Topological substitution and Rauzy fractal. N.Bédaride & A. Hilion & T. Jolivet. 27pp. | ||
* Thermodynamic formalism and substitutions. N. Bédaride& | * Thermodynamic formalism and substitutions. N. Bédaride& | ||
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+ | * Tower power for $S$-adics. | ||
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**Articles en cours.** | **Articles en cours.** | ||
- | * Invariant measures for train track towers. N. Bédaride& | + | * Cohomology and cut and project tilings. N. Bédaride & A. G. Lecuona. 30pp. |
- | * Symbolic dynamics for the piecewise rotations: Case of the non-bijective maps. N. Bédaride & I. Kaboré. | + | * S-adic systems |
- | * Cohomology and cut and project tilings. N. Bédaride & A. G. Lecuona. | + | |