Published:
- J. Kari and V. Lutfalla Planar Rosa: a family of quasiperiodic substitution discrete plane tilings with 2n-fold rotational symmetry
(arXiv:2203.08856), Natural Computing, 2023
- J. Kari and V. Lutfalla Substitution discrete plane tilings with 2n-fold rotational symmetry for odd n
(arXiv:2010.01879), Discrete & Computational Geometry, 2023
- V. Lutfalla, An Effective Construction for Cut-And-Project Rhombus Tilings with Global n-Fold Rotational Symmetry, AUTOMATA 2021
- B. Hellouin de Menibus, V. Lutfalla and C. Noûs, The Domino problem is undecidable on every rhombus subshift,
Developments in Language Theory 2023
- Th. Fernique and V. Lutfalla, Geometrical Penrose tilings are characterized by their 1-atlas, Theoretical Computer Science, 2024
Preprints:
- V. Lutfalla and K. Perrot, Polygonal corona limit on multigrid dual tilings,
- S. Esnay, G. Theyssier and V. Lutfalla, Bootstrap percolation on rhombus tilings,
- B. Hellouin de Menibus, V. Lutfalla and P. Vanier, Decision problems on geometric tilings,
- A. Gajardo, V. Lutfalla and M. Rao, Ants on the Highway,
- T. Coulbois, A. Gajardo, P. Guillon and V. Lutfalla, Aperiodic monotiles : from geometry to groups
Others: