Parameter-reduction of higher level grammars (Q1099634)
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scientific article; zbMATH DE number 4041296
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Parameter-reduction of higher level grammars |
scientific article; zbMATH DE number 4041296 |
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Parameter-reduction of higher level grammars (English)
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1987
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The author's abstract describes quite appropriately this long and technical paper: ``A higher level (OI-) grammar is called terminating if for every accessible term t there is at least one terminal term which can be derived from t. A grammar is called parameter-reduced if it is terminating and has no superfluous parameters. For every grammar G of level \(n>0\) which generates at least one term we construct grammars R(G) and P(G) such that R(G) and P(G) generate the same language as G but are terminating and parameter-reduced, respectively. We introduce a hierarchy of restrictions to the deletion capability of the grammars which allow a gradual decrease in the complexity of the algorithms from n-iterated exponential time to polynomial time.''
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complexity of algorithms
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higher level grammar
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OI-grammar
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terminating grammar
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parameter-reduced grammar
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deletion capability
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0.90502524
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0.8782754
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0.86603767
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