2009•Unpublished venueRequires access

Parsing pregroup grammars in polynomial time

Katarzyna Moroz

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Abstract

We consider polynomial time recognition algorithm and parsing procedures for pregroup grammars. In particular, we present a cubic parsing algorithm for ambiguous pregroup grammars. It modifies the of Savateev for categorial grammars based on L\. We present a Java application that uses the algorithm for parsing natural language sentences. We apply metarules to keep the lexicon reasonably small.

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We consider polynomial time recognition algorithm and parsing procedures for pregroup grammars. In particular, we present a cubic parsing algorithm for ambiguous pregroup grammars. It modifies the of Savateev for categorial grammars based on L\. We present a Java application that uses the algorithm for parsing natural language sentences. We apply metarules to keep the lexicon reasonably small.

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Available abstract

We consider polynomial time recognition algorithm and parsing procedures for pregroup grammars. In particular, we present a cubic parsing algorithm for ambiguous pregroup grammars. It modifies the of Savateev for categorial grammars based on L\. We present a Java application that uses the algorithm for parsing natural language sentences. We apply metarules to keep the lexicon reasonably small.

Key concepts: Parsing expression grammar, L-attributed grammar, Computer science, Tree-adjoining grammar, Parsing, S-attributed grammar, Phrase structure grammar, Rule-based machine translation

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