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1
SICKNL: A Dataset for Dutch Natural Language Inference ...
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2
Categorial Investigations : Logical and Linguistic Aspects of the Lambek Calculus
Moortgat, Michael [Verfasser]. - Berlin/Boston : De Gruyter, 2020
DNB Subject Category Language
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3
Perspectives on Functional Grammar
Hulst, Harry van der [Herausgeber]; Hoekstra, Teun [Herausgeber]; Moortgat, Michael [Herausgeber]. - Berlin/Boston : De Gruyter, 2020
DNB Subject Category Language
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4
Neural Proof Nets
In: CoNLL 2020 - 24th Conference on Computational Natural Language Learning ; https://hal-lirmm.ccsd.cnrs.fr/lirmm-02952267 ; CoNLL 2020 - 24th Conference on Computational Natural Language Learning, Nov 2020, Virtual, Dominican Republic. pp.26-40, ⟨10.18653/v1/2020.conll-1.3⟩ ; https://www.conll.org/ (2020)
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5
A Frobenius Algebraic Analysis for Parasitic Gaps ...
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6
Putting a Spin on Language: A Quantum Interpretation of Unary Connectives for Linguistic Applications ...
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7
A Fregean Restriction on Metarules
In: North East Linguistics Society (2020)
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8
Deductive Parsing with an Unbounded Type Lexicon
In: 3rd Workshop on Semantic Spaces at the Intersection of NLP, Physics, and Cognitive Science ; SEMSPACE ; https://hal-lirmm.ccsd.cnrs.fr/lirmm-02313572 ; SEMSPACE, Aug 2019, Riga, Latvia (2019)
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9
Vector spaces as Kripke frames ...
Abstract: In recent years, the compositional distributional approach in computational linguistics has opened the way for an integration of the \emph{lexical} aspects of meaning into Lambek's type-logical grammar program. This approach is based on the observation that a sound semantics for the associative, commutative and unital Lambek calculus can be based on vector spaces by interpreting fusion as the tensor product of vector spaces. In this paper, we build on this observation and extend it to a `vector space semantics' for the \emph{general} Lambek calculus, based on \emph{algebras over a field} $\mathbb{K}$ (or $\mathbb{K}$-algebras), i.e. vector spaces endowed with a bilinear binary product. Such structures are well known in algebraic geometry and algebraic topology, since they are important instances of Lie algebras and Hopf algebras. Applying results and insights from duality and representation theory for the algebraic semantics of nonclassical logics, we regard $\mathbb{K}$-algebras as `Kripke frames' the ... : Fixed list of authors in metadata ...
Keyword: Computation and Language cs.CL; FOS Computer and information sciences; Logic in Computer Science cs.LO
URL: https://dx.doi.org/10.48550/arxiv.1908.05528
https://arxiv.org/abs/1908.05528
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10
Lexical and Derivational Meaning in Vector-Based Models of Relativisation ...
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11
Proofs nets and the categorial flow of information
In: Logic and Interactive Rationality ; https://hal.archives-ouvertes.fr/hal-00759906 ; Logic and Interactive Rationality, 2012, Amsterdam, Netherlands (2012)
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12
Categorial type logics
In: Handbook of logic and language (Amsterdam, 2011), p. 95-180
MPI für Psycholinguistik
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13
Proof nets for the Lambek-Grishin calculus
In: https://hal.archives-ouvertes.fr/hal-00759895 ; 2011 (2011)
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14
Proof nets for the Lambek-Grishin calculus ...
Moortgat, Michael; Moot, Richard. - : arXiv, 2011
BASE
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15
Symmetric categorial grammar: residuation and Galois connections
In: Linguistic analysis. - Vashon Island, Wash. : Linguistic Analysis 36 (2006) 1-4, 143-166
BLLDB
OLC Linguistik
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16
Joachim Lambek: The Beauty of Mathematics in Language
In: Linguistic analysis. - Vashon Island, Wash. : Linguistic Analysis 36 (2006) 1-4, 5-14
OLC Linguistik
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17
Festschrift for Joachim Lambek
Benthem, Johan van (Hrsg.); Moortgat, Michael (Hrsg.). - Vashon Island, Wa. : Linguistic Analysis, 2010
BLLDB
UB Frankfurt Linguistik
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18
Symmetric categorial grammar: residuation and Galois connections ...
Moortgat, Michael. - : arXiv, 2010
BASE
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19
Symmetric categorial grammar
In: Journal of philosophical logic. - Dordrecht ; Heidelberg [u.a.] : Springer Science + Business Media 38 (2009) 6, 681-710
BLLDB
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20
Syntactische annotatie voor het Corpus Gesproken Nederlands (CGN)
In: Nederlandse taalkunde. - Amsterdam : Amsterdam University Press 7 (2002) 4, 335-352
OLC Linguistik
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