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On Some Properties of Graph of Prefix Code
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作者 Nikolai I. Krainiukov Mikhail E. Abramyan Boris F. Melnikov 《Journal of Applied Mathematics and Physics》 2024年第4期1571-1581,共11页
We investigate decomposition of codes and finite languages. A prime decomposition is a decomposition of a code or languages into a concatenation of nontrivial prime codes or languages. A code is prime if it cannot be ... We investigate decomposition of codes and finite languages. A prime decomposition is a decomposition of a code or languages into a concatenation of nontrivial prime codes or languages. A code is prime if it cannot be decomposed into at least two nontrivial codes as the same for the languages. In the paper, a linear time algorithm is designed, which finds the prime decomposition. If codes or finite languages are presented as given by its minimal deterministic automaton, then from the point of view of abstract algebra and graph theory, this automaton has special properties. The study was conducted using system for computational Discrete Algebra GAP. . 展开更多
关键词 finite languages Minimal Deterministic Automata CONCATENATION CODES Graph of Automaton Free Algebra
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