Abstract
Linear-bounded automata (LBA) accept context-sensitive languages (CSLs) and CSLs are generated by context-sensitive grammars (CSGs). So, for every CSG/CSL there is a LBA. A CSG is converted into normal form like Kuroda normal form (KNF) and then corresponding LBA is designed. There is no algorithm or theorem for designing a linear-bounded automaton (LBA) for a context-sensitive grammar without converting the grammar into some kind of normal form like Kuroda normal form (KNF). I have proposed an algorithm for this purpose which does not require any modification or normalization of a CSG.
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