 (4) Three-dimensional rotation-symmetric number-conserving cellular automataB. Wolnik, N. Mrożek, A. Dzedzej and B. De Baets(2020) JOURNAL OF CELLULAR AUTOMATA. 15, 243-259. |
| (3) Efficient enumeration of three-state two-dimensional number-conserving cellular automataA. Dzedzej, B. Wolnik, A. Nenca, J.M. Baetens and B. De Baets(2020) INFORMATION AND COMPUTATION. 274, 104534. |
| (2) A split-and-perturb decomposition of number-conserving cellular automataB. Wolnik, A. Nenca, J.M. Baetens and B. De Baets(2020) PHYSICA D: NONLINEAR PHENOMENA. 431, 132645. |
| (1) Ternary reversible number-conserving cellular automata are trivialB. Wolnik and B. De Baets(2020) INFORMATION SCIENCES. 513, 180-189. |