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n2^{cn} =/= O(2^{cn}) |
m this was a mistake |
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* DFA: <math>mn</math> states, see Maslov<ref name="Maslov" /> and Yu, Zhuang and Salomaa.<ref name="YuZhuang1994" />
* NFA: <math>m+n+1</math> states, see Holzer and Kutrib.<ref name="HolzerKutrib2003" />
* UFA: between <math>mn+m+n</math> and <math>
* SVFA: <math>mn</math> states, see Jirásek, Jirásková and Szabari.<ref name="JirásekJirásková2015">{{Cite book|last1=Jirásek|first1=Jozef Štefan|title=Computer Science -- Theory and Applications|last2=Jirásková|first2=Galina|last3=Szabari|first3=Alexander|volume=9139|year=2015|pages=231–261|issn=0302-9743|doi=10.1007/978-3-319-20297-6_16|series=Lecture Notes in Computer Science|isbn=978-3-319-20296-9}}</ref>
* 2DFA: between <math>m+n</math> and <math>4m+n+4</math> states, see Kunc and Okhotin.<ref name="KuncOkhotin2012">{{cite journal|last1=Kunc|first1=Michal|last2=Okhotin|first2=Alexander|title=State complexity of operations on two-way finite automata over a unary alphabet|journal=Theoretical Computer Science|volume=449|year=2012|pages=106–118|issn=0304-3975|doi=10.1016/j.tcs.2012.04.010|doi-access=free}}</ref>
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