Abstract
In this paper, we study 2-dimensional nite cellular automata dened by hexagonal local rule with periodic boundary over the eld Z3. We construct the rule matrix corresponding to the hexagonal cellular automata. For some given coecients and the number of columns of hexagonal information matrix, we prove that the hexagonal cellular automata are reversible.
Keywords
Cellular automaton
Hexagonal crystal system
Materials science
Boundary (topology)
Periodic boundary conditions
Physics
Computer science
Crystallography
Boundary value problem
Mathematical analysis
Chemistry
Mathematics
Algorithm
Quantum mechanics
Subject Areas
Cellular Automata and Applications
·Computational Theory and Mathematics ·Physical Sciences
DNA and Biological Computing
·Molecular Biology ·Life Sciences
Chaos-based Image/Signal Encryption
·Computer Vision and Pattern Recognition ·Physical Sciences
Citations by Year
2013: 1
2014: 1
2015: 1
2017: 1
2018: 1
2019: 1
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