Bulletin of the Japan Society for Industrial and Applied Mathematics
Online ISSN : 2432-1982
Invited Papers
Formal Language Theory: Between Commutativity and Non-Commutativity
Ryoma Sin'ya
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2021 Volume 31 Issue 4 Pages 15-22

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Abstract

Formal language theory is the field of study of non-commutative objects so-called “languages” (sets of words). While many problems on languages are difficult to solve due to the non-commutativity, the situation could be drastically changed if we consider a commutative invariant of a language. This paper explains some commutative invariants of languages with concrete examples.

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