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Tree-controlled grammars are context-free grammars where the derivationprocess is controlled in such a way that every word on a level of thederivation tree must belong to a certain control language. We investigate thegenerative capacity of such tree-controlled grammars where the controllanguages are special regular sets, especially strictly locally testablelanguages or languages restricted by resources of the generation (number ofnon-terminal symbols or production rules) or acceptance (number of states).Furthermore, the set theoretic inclusion relations of these subregular languagefamilies themselves are studied.

Strictly Locally Testable and Resources Restricted Control Languages in Tree-Controlled Grammars