Substitutions, Finite Automata and Number Systems : General and Mathematical Physics

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概要

• 論文の詳細を見る

• Recently, nonperiodic deterministic physical systems modeled on substitutional sequences generated by morphisms from A into A*, A being a finite alphabet, have been studied extensively. For morphisms A→A^k, the resulting substitutional sequences (uniform tag sequences) have been known to be k-automatic. Here, the tag sequences are generalized, and all substitutional sequences are shown to be automatic in a certain sense.

• 理論物理学刊行会の論文
• 1992-08-25

著者

• Kolar M.

  The Institute Of Physical And Chemical Research (riken)

• Kolar M

  The Institute Of Physics And Chemical Research (riken)

関連論文

• Substitutions, Finite Automata and Number Systems : General and Mathematical Physics
• Use of Power-series Division in Multivariate Polynomial Arithmetic

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