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Publications

Ne pas oublier de mettre la phrase suivante en bas de page de chaque papier lié au projet :

This work was supported by the ANR project QuasiCool (ANR-12-JS02-011-01)

Ajouter ses publications au fur et ŕ mesure ci-dessous pour simplifier l'écriture des rapports :

  • revues paru ou accepté
    • Thomas Fernique and Mathieu Sablik, Weak colored local rules for planar tilings, to appear in Ergodic theory and dynamical systems
    • Sebastián Barbieri and Mathieu Sablik, A generalisation of the simulation theorem for semidirect products, to appear in Ergodic theory and dynamical systems
    • Nicolas Bédaride, Arnaud Hilion, Timo Jolivet, Topological substitutions and Rauzy fractals, to appear in Bulletin de la SMF.
    • Benjamin Hellouin de Menibus and Mathieu Sablik, Characterization of sets of limit measures after iteration of a cellular automaton on an initial measure, Ergodic theory and dynamical systems 38 (2018), pp. 601-650.
    • Enrico Formenti, Kévin Perrot and Eric Rémila. Computational complexity of the avalanche problem for one dimensional decreasing sandpiles, Journal of Cellular Automata 13 (2018), pp. 215-228.
    • Nicolas Bédaride and Thomas Fernique, Weak local rules for planar octagonal tilings, Israel Journal of Mathematics 222 (2017), pp. 63-89.
    • Kévin Perrot and Eric Rémila, Strong Emergence of Wave Patterns on Kadanoff Sandpiles, European journal of Combinatorics 24 (2017).
    • J. Nilsson, On Counting the Number of Tilings of a Rectangle with Squares of Size 1 and 2, Journal of Integer Sequences 20 (2017)
    • Benjamin Hellouin de Menibus and Mathieu Sablik, Self-organisation in cellular automata with coalescent particles : qualitative and quantitative approaches, Journal of Statistical Physics 167 (2017), pp. 1180-1220.
    • Nathalie Aubrun, Sebastián Barbieri and Mathieu Sablik, A notion of effectiveness for subshifts on finitely generated groups, Theoretical Computer Science 661 (2017), pp. 35-55.
    • N. Rolin, A. Ugolnikova, Tilings by 1x1 and 2x2, RAIRO-Theor. Inf. Appl. 50 (2016).
    • Nicolas Bédaride and Thomas Fernique, When periodicities enforce aperiodicity, Communications in Mathematical Physics 335 (2015), pp. 1099-1120.
    • Nicolas Bédaride and Thomas Fernique, No weak local rules for the 4p-fold tilings, Discrete and Computational Geometry 54 (2015), pp. 980-992.
    • Kévin Perrot and Eric Rémila, Piles de sable décroissantes 1D. Classification expérimentale d'émergences, Technique et Science Informatiques 34 (2015), pp. 377-400.
    • L. Boyer, M. Delacourt, V. Poupet, M. Sablik and G. Theysier, μ-limit sets of Cellular Automata from a Computational Complexity Perspective. Journal of Computer and System Sciences 81 (2015), pp. 1623-1647.
    • Nathalie Aubrun and Mathieu Sablik, Multidimensional effective S-adic systems are sofic, Uniform Distribution Theory 9 (2014).
    • Nicolas Bédaride and Thomas Fernique, The Ammann-Beenker tilings revisited, in Aperiodic Crystals S. Schmid, R. L. Withers, R. Lifshitz eds. (2013), pp. 59-65.
    • Kévin Perrot and Eric Rémila.Kadanoff sand pile model. Avalanche structure and wave shape Theoretical Computer Science 504 (2013), pp. 52-72.
  • confs
    • Florent Becker, Antonio Fernandez Anta, Ivan Rapaport, and Eric Rémila,The effect of range and bandwidth on the round complexity in the congested clique model, COCOON 2016.
    • V. Berthé, Th. Fernique, M. Sablik, Effective S-adic symbolic dynamical systems, CiE 2016
    • Sebastián Barbieri, Mathieu Sablik. The domino problem for self-similar structures, CiE 2016.
    • Mathieu Sablik and Michael Schraudner, Algorithmic optimization for the realization of an effective subshift by a sofic, ICALP 2016
    • Florent Becker, A. Fernandez Anta, I. Rapaport, Eric Rémila, Brief Announcement: A Hierarchy of Congested Clique Models, From Broadcast to Unicast, PODC 2015,.
    • Damien Regnault, Eric Rémila, Lost in Self-Stabilization MFCS 2015.
    • Kévin Perrot and Eric Rémila. Emergence on decreasing sandpile models, MFCS 2015.
    • O. Bodini, J. Lumbroso, N. Rolin Analytic Samplers and the Combinatorial Rejection Method, ANALCO 2015.
    • Kévin Perrot and Eric Rémila. Emergence of wave patterns on Kadanoff Sandpiles, LATIN 2014.
    • Enrico Formenti, Kevin Perrot and Eric Remila Computational complexity of the avalanche problem on one dimensional Kadanoff sandpiles; AUTOMATA 2014.
    • Tarek Melliti, Damien Regnault, Adrien Richard and Sylvain Sené: On the convergence of Boolean automata networks without negative cycles, AUTOMATA 2013.
    • Damien Regnault, Proof of a phase transition in probabilistic cellular automata, DLT 2013.
  • soumis
    • Pierre-Étienne Meunier, Damien Regnault, A pumping lemma for non-cooperative self-assembly arxiv:1312.6668
    • Florent Becker, Pierre-Étienne Meunier, It's a tough nanoworld: in tile assembly, cooperation is not (strictly) more powerful than competition arxiv:1502.05558
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