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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. 
-  - Weak local rules for planar octagonal tilings. N. Bédaride& Th. Fernique. Israel Journal of Mathematics. 2017 Volume 222, 63–89. +  - Weak local rules for planar octagonal tilings. N. Bédaride & Th. Fernique. Israel Journal of Mathematics. 2017 Volume 222, 63–89. 
-  - An example of PET. Computation of the Hausdorff dimension. N. Bédaride& J.F. Bertazzon. Transactions of the AMS. 2018 Vol 370, no. 1, 357–391. +  - An example of PET. Computation of the Hausdorff dimension. N. Bédaride & J.F. Bertazzon. Transactions of the AMS. 2018 Vol 370, no. 1, 357–391. 
   -  Symbolic dynamics for the piecewise rotations: Case of the bijective non symmetric maps. N. Bédaride & I. Kaboré. Qualitative theory of dynamical systems. 2018 Vol 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. 2018 Vol 17(3), 651-664.
   - Topological substitution and Rauzy fractal. N.Bédaride & A. Hilion & T. Jolivet. Bulletin de la SMF. 2018 Tome 146, Fascicule 3, p575-612.   - 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.  Avec  Th. Fernique. Geometriae Dedicata. 2020. 20 pages+  - Canonical projection tiling defined by patterns.  Avec  Th. Fernique. Geometriae Dedicata. 2020 Vol 208, 157-175
-  - Graph towers, laminations and their invariant measures.  N. Bédaride&  A. Hilion& M. Lustig. Journal of London mathematical Society 2020. 61 pages+  - Graph towers, laminations and their invariant measures.  N. Bédaride &  A. Hilion& M. Lustig. Journal of London mathematical Society 2020, Vol 101, Issue 3, pp 1112-1172. 
-  - Tower power for $S$-adics.N. Bédaride &  A. Hilion & M. Lustig. 20 pages.+  -  Symbolic dynamics for the piecewise rotations: Case of the bijective symmetric maps. N. Bédaride & I. Kaboré. 20 pp. The african diaspora journal of mathematics. 2020 Vol 23, no1, 70-87
 +  -  Tower power for $S$-adics.N. Bédaride &  A. Hilion & M. Lustig. 20 pages. Mathematische Zeitschrift. Vol 297, 1853-1875 2021. 
 +  -  Cohomology groups for spaces of 12-fold tilings. N. Bédaride & F. Gähler& A. G. Lecuona. International Mathematics Research notices. To appear 64 pp.
  
  
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 **Articles soumis** **Articles soumis**
-  Symbolic dynamics for the piecewise rotations: Case of the bijective symmetric maps. N. Bédaride & IKaboré20 pp. + 
-  * Thermodynamic formalism and substitutions. N. Bédaride& P. Hubert& R. Leplaideur. 27 pp. +  Density of Binary Compact Disc Packings. N. Bédaride & ThFernique24 pp. 
-  * Density of Binary Compact Disc Packings. N. Bédaride& ThFernique.+  * Renormalization operator for substitutions. N. Bédaride & P. Hubert& R. Leplaideur. 29 pp. 
 +  * Symbolic coding of linear complexity for generic translations on the torus, using continued fractions. N. Pytheas Fogg. 73 pp. 
 +  * Invariant measures on finite rank subshifts. N. Bédaride & AHilion & MLustig. 20 pp. 
 +  
  
  
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 **Articles en cours.** **Articles en cours.**
  
-  Cohomology and cut and project tilings. N. Bédaride & AG. Lecuona. 42 pp+ 
-  * S-adic systems of complexity $2n+1$ and translations on the torus. N. Pytheas Fogg32 pp.+  Language of billiard in the cubeM. Barro & N. Bédaride & JCassaigne
 +  * Non bijective piecewise rotations. N. Bédaride & JFBertazzon & I. Kaboré. 
  
  
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