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  1. Extended Pregroup Grammars Applied to Natural Languages.Aleksandra Kiślak-Malinowska - 2012 - Logic and Logical Philosophy 21 (3):229-252.
    Pregroups and pregroup grammars were introduced by Lambek in 1999 [14] as an algebraic tool for the syntactic analysis of natural lan-guages. The main focus in that paper was on certain extended pregroup grammars such as pregroups with modalities, product pregroup grammars and tupled pregroup grammars. Their applications to different syntactic structures of natural languages, mainly Polish, are explored/shown here.
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  • A Computational Algebraic Analysis of Hindi Syntax.Alok Debanth & Manish Shrivastava - 2023 - Journal of Logic, Language and Information 32 (5):759-776.
    In this paper, we present a computational algebraic representation of Hindi syntax. This paper is the first attempt to establish the representation of various facets of Hindi syntax into algebra, including dual nominative/ergative behavior, a syntacto-semantic case system and complex agreement rules between the noun and verb phrase. Using the pregroup analysis framework, we show how we represent morphological type reduction for morphological behavior of lexical markers, the representation of causative constructions which are morphologically affixed, as well as of light (...)
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