Improved Bounds on the Number of Automata Accepting Finite Languages

Author:

Domaratzki Mike

Publisher

Springer Berlin Heidelberg

Reference7 articles.

1. Domaratzki, M.: A generalization of the Genocchi numbers with applications to enumeration of finite automata. Submitted (Preliminary version available at http://www.cs.queensu.ca.TechReports.Reports/2001-449.ps ) (2001)

2. Domaratzki, M., Kisman, D., Shallit, J.: On the number of distinct languages accepted by finite automata with n states. In Dassow, J., Wotschke, D., eds.: 3rd. Intl. Workshop on Descriptional Complexity of Automata, Grammars and Related Structures, 2001. (2001) 66–78

3. Harrison, M.; A census of finite automata. Can. J. Math 17 (1965) 100–113

4. Liskovets, V.: The number of connected intial automata. Cybernetics 5 (1969) 259–262

5. Korshunov, A.: Enumeration of finite automata (In Russian). Problemy Kibernetiki 34 (1978) 5–82

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1. Random Generation of Deterministic Acyclic Automata Using the Recursive Method;Computer Science – Theory and Applications;2013

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