Abstract
Dealing with the equivalence problem between right dense and right disjunctive languages, we investigate quasi-completely right disjunctive languages. We show that a language is right dense if and only if the language contains a quasi-completely right disjunctive language. This extends the results on right dense languages due to Shyr. Moreover, non-semidiscrete completely disjunctive languages and completely right disjunctive languages are also studied
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