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- W2092604732 abstract "Let C =(R 1 ,⋯,R m ) be a finite class of regular languages over a finite alphabet Σ. Let Δ =( b 1 ,⋯, b m ) be an alphabet, and δ be the substitution from Δ ∗ into Σ ∗ such that δb i )= R i for all i . Let R 10 ,R 20 ⊂Σ ∗ be two regular languages. The relative inclusion star height h r (R 10 ,R 20 , C ) of (R 10 ,R 20 ) w.r.t. C is the minimum star height of regular languages L⊂Δ ∗ such that R 10 ⊂ δ ( L )⊂ R 20 . This paper proves the existence of an algorithm for determining relative inclusion star height." @default.
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- W2092604732 date "1991-12-01" @default.
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- W2092604732 title "Algorithms for determining relative inclusion star height and inclusion star height" @default.
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- W2092604732 doi "https://doi.org/10.1016/0304-3975(91)90269-8" @default.
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