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- W1593883313 abstract "A characterization of the sets of hypertrees generated by hyperedge-replacement graph grammars is established. It says that these sets are exactly those of the form val(T), where T, a set of terms over hyperedge-replacement operations, is the output language of a finite-copying top-down tree transducer. Furthermore, the terms in T may be required to consist of hyperedge-replacement operations whose underlying hypergraphs are hypertrees. The result is closely related to a similar characterization that was obtained for the case of string graphs by Engelfriet and Heyker some years ago. In fact, the results of this paper also yield a new proof for the characterization by Engelfriet and Heyker." @default.
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- W1593883313 date "1997-01-01" @default.
- W1593883313 modified "2023-09-26" @default.
- W1593883313 title "On the generation of trees by hyperedge replacement" @default.
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- W1593883313 doi "https://doi.org/10.1007/bfb0029966" @default.
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