We introduce a notion of coded equivalence in one-sided topological Markov shifts. The notion is inspired by coding theory. One-sided topological conjugacy implies coded equivalence. We will show that coded equivalence implies continuous orbit equivalence of one-sided topological Markov shifts.

翻译：我们在单方的顶层马可夫变化中引入了编码等值的概念。 这个概念受编码理论的启发。 单方的顶层等同意味着编码等同。 我们将显示编码等同意味着单方马可夫变化的连续轨道等值。