Nothing Special   »   [go: up one dir, main page]

×
Please click here if you are not redirected within a few seconds.
In this paper we study some properties of cyclic unary regular languages. We find a connection between the uniqueness of the minimal NFA for certain cyclic ...
In this paper we study some properties of cyclic unary regular languages. We find a connection between the uniqueness of the minimal NFA for certain cyclic ...
In this paper we study some properties of cyclic unary regular languages. We find a connection between the uniqueness of the minimal NFA for certain cyclic ...
In this paper we study some properties of cyclic unary regular languages. We find a connection between the uniqueness of the minimal NFA for certain cyclic ...
Michael Domaratzki, Keith Ellul, Jeffrey O. Shallit, Ming-wei Wang: Non-Uniqueness and Radius of Cyclic Unary NFAs. DCFS 2004: 178-190.
Bibliographic details on Non-uniqueness and radius of cyclic unary NFAs.
Non-uniqueness and radius of cyclic unary NFAs. Resource URI: https://dblp.l3s.de/d2r/resource/publications/journals/ijfcs/DomaratzkiESW05. Home | Example ...
Non-uniqueness and radius of cyclic unary NFAs. Intl. J. Found. Comp. Sci., 16:883–896, 2005. [4] M. Domaratzki and K. Salomaa. State complexity of shuffle ...
Domaratzki, M., Ellul, K., Shallit, J., Wang, M.: Non-Uniqueness and Radius of Cyclic Unary NFAs, Intl. J. Found. Comp. Sci. 16 (2005) 883-896. Crossref.