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Published in BSc Thesis, Utrecht University, 2011
In this thesis we investigate a symmetric extension of pregroup grammars, and the generative capacity of the Displacement Calculus. Read more
Recommended citation: Wijnholds, G. (2011). "Investigations into categorial grammar: Symmetric pregroup grammar and displacement calculus." BSc Thesis, Utrecht University. https://dspace.library.uu.nl/bitstream/handle/1874/207634/scriptie_final.pdf?sequence=2
Published in MSc Thesis, 2014
In the thesis we investigate a categorical compositional distributional model for the Lambek-Grishin Calculus, a two-sided extension of the Lambek Calculus. We also look at graphical languages for reasoning with diagrams for this extended model. Read more
Recommended citation: Wijnholds, G. (2014). "Categorical Foundations for Extended Compositional Distributional Models of Meaning." MSc Thesis, Institute for Logic, Language, and Computation. https://www.illc.uva.nl/Research/Publications/Reports/MoL-2014-22.text.pdf
Published in Computational Linguistics in the Netherlands Journal, 2014
This paper describes a characterisation of well-nested Multiple Context Free Languages by first order Displacement Calculus. Read more
Recommended citation: Wijnholds, G. J. (2014). "Conversions between D and MCFG: Logical Characterizations of the Mildly Context-Sensitive Languages." Computational Linguistics in the Netherlands Journal. 4. https://clinjournal.org/sites/clinjournal.org/files/10-Wijnholds-CLIN2014.pdf
Published in Topology, Algebra, and Categories in Logic 2015, 2015
We discuss the use of the Lambek-Grishin Calculus in a compositional distributional model of meaning. Read more
Recommended citation: Moortgat, M. J., and Wijnholds, G. "Syntactic control for compositional vector space models." Topology, Algebra, and Categories in Logic 2015 (2015): 204-206. http://logica.dmi.unisa.it/tacl/wp-content/uploads/abstracts/paper_81.pdf
Published in Logic and Algorithms in Computational Linguistics 2017, 2017
We discuss vector semantics for a relevant style of Lambek Calculus. Read more
Recommended citation: Wijnholds, G, and Sadrzadeh, M. "Vector Semantics for Lambek Calculus with Contraction." Workshop on Logic and Algorithms in Computational Linguistics 2017 (LACompLing2017). 2017. http://staff.math.su.se/rloukanova/proceedingsLACompLing2017.pdf#page=143
Published in WoLLIC 2017, 2017
In this paper we develop a graphical language for reasoning about information flow in the Lambek Calculus. Read more
Recommended citation: Wijnholds, G. J. (2017). "Coherent Diagrammatic Reasoning in Compositional Distributional Semantics." WoLLIC 2017, Lecture Notes in Computer Science. 10388. https://link.springer.com/chapter/10.1007/978-3-662-55386-2_27
Published in Proceedings of the 21st Amsterdam Colloquium, 2017
We give an account of pronoun relativisation in Dutch in a compositional distributional model. Read more
Recommended citation: Moortgat, M. and Wijnholds, G. (2017). "Lexical and Derivational Meaning in Vector-Based Models of Relativisation." Proceedings of the 21st Amsterdam Colloquium. https://arxiv.org/pdf/1711.11513.pdf
Published in Proceedings of the 2018 workshop on Compositional Approaches in Physics, NLP and Social Sciences, 2018
We develop and compare two compositional distributional models for embedding VP-elliptical phrases. Read more
Recommended citation: Wijnholds, G. and Sadrzadeh, M. (2018). "Classical Copying versus Quantum Entanglement in Natural Language: The Case of VP-ellipsis." CAPNS 2018 proceedings. http://eptcs.web.cse.unsw.edu.au/paper.cgi?CAPNS2018.8
Published in Journal of Language Modelling, 2019
Journal of Language Modelling. We combine a proof-theoretic model of scope ambiguities with a lexical treatment of quantifiers in a compositional distributional model. Read more
Recommended citation: Wijnholds, G. "A Proof-Theoretic Approach to Scope Ambiguity in Compositional Vector Space Models." Journal of Language Modelling, Vol 6, No 2. http://jlm.ipipan.waw.pl/index.php/JLM/article/view/232
Published in NAACL-HLT 2019, 2019
We evaluate compositional distributional models for VP-elliptical phrases. Read more
Recommended citation: Wijnholds, G. and Sadrzadeh, M. (2019). "Evaluating Composition Models for Verb Phrase Elliptical Sentence Embeddings." NAACL-HLT 2019 (Long). https://www.aclweb.org/anthology/N19-1023
Published in LACompLing 2017, 2019
We develop a vector space semantics for verb phrase ellipsis with anaphora using type-driven compositional distributional semantics based on the Lambek calculus with limited contraction (LCC) of Jäger (2006). Read more
Recommended citation: Wijnholds, G. and Sadrzadeh, M. (2019). "A Type-Driven Vector Semantics for Ellipsis with Anaphora using Lambek Calculus with Limited Contraction." Journal of Logic, Language and Information, 2019. https://link.springer.com/article/10.1007/s10849-019-09293-4
Published in Third Dynamix Syntax Conference, 2019
We discuss vector semantics for Dynamic Syntax and present empirical results on incremental disambiguation experiments. Read more
Recommended citation: Purver, M, and Sadrzadeh, M, and Wijnholds, G, and Kempson, R, and Hough, J. "Incremental Semantic Judgments." Third Dynamic Syntax Conference. 2019. https://drive.google.com/file/d/1hblEWmlc2CVu_tQ62vgKVcRh6PqHzgma/view
Published in IfCoLog Journal of Applied Logics, 2020
We develop a Frobenius Algebraic account for parasitic gapping. Read more
Recommended citation: Moortgat, M., and Sadrzadeh, M. and Wijnholds, G. (2019). "A Frobenius Algebraic Analysis for Parasitic Gaps." IfCoLog Journal of Applied Logics. http://www.collegepublications.co.uk/downloads/ifcolog00041.pdf#page=156
Published in Probability and Meaning 2020, 2020
We develop a rudimentary experiment with fuzzy generalised quantifiers, following earlier work. Read more
Recommended citation: Sadrzadeh, M. and Wijnholds, G. (2020). "A toy distributional model for fuzzy generalised quantifiers." Proceedings of the Probability and Meaning Conference (PaM). https://www.aclweb.org/anthology/2020.pam-1.12.pdf
Published in QMUL, 2020
The results of a 3-year PhD at QMUL. Read more
Recommended citation: Wijnholds, G. (2020). "A Compositional Vector Space Model of Ellipsis and Anaphora." PhD Dissertation, Queen Mary University of London. https://qmro.qmul.ac.uk/xmlui/bitstream/handle/123456789/68505/Wijnholds_G_Final_PhD_090920_Edited.pdf?sequence=3
Published in CoNLL 2020, 2020
We implement a tensor-based skipgram architecture to learn verb matrix representations. These outperform previous methods in tensor-based representation learning and approach state of the art deep neural network models on the SICK dataset. Read more
Recommended citation: Wijnholds, G., and Sadrzadeh, M. and Clark, S. (2020). "Representation Learning for Type-Driven Composition." Proceedings of the 24th Conference on Computational Natural Language Learning. https://www.aclweb.org/anthology/2020.conll-1.24.pdf
Published in JoLLI 2021, 2021
We describe an incremental approach to tensor-based distributional semantics, following Dynamic Syntax. We experiment with an incremental disambiguation task. Read more
Recommended citation: Purver, M. and Sadrzadeh, M. and Kempson, R. and Wijnholds, G. and Hough, J. (2021). "Incremental Composition in Distributional Semantics." Journal of Logic, Language and Information. https://doi.org/10.1007/s10849-021-09337-8
Published in Mathematics, Logic, and Their Philosophies: Essays in Honour of Mohammad Ardeshir, Logic, Epistemology, and the Unity of Science, 2021
We develop the mathematics to deal with fuzzy generalized quantifiers in a compositional distributional model of meaning. Read more
Recommended citation: Dostal, M. and Sadrzadeh, M. and Wijnholds, G. (2020). "Fuzzy Generalised Quantifiers for Natural Language in Categorical Compositional Distributional Semantics." Mathematics, Logic, and Their Philosophies: Essays in Honour of Mohammad Ardeshir, Logic, Epistemology, and the Unity of Science. https://books.google.nl/books?hl=en&lr=&id=cYYbEAAAQBAJ&oi=fnd&pg=PA135&dq=info:2U-2e6HfwZQJ:scholar.google.com&ots=t-Jz96lQA5&sig=tiiz84KVxLNpSlowK81sB1tW8M8
Published in EACL 2021, 2021
We provide a semi-automatic translation of the SICK dataset into Dutch, providing the first Dutch Natural Language Inference task. Experiments suggest that the Dutch task is harder, and that state of the art language models do not fully capture syntactic invariance. Read more
Recommended citation: Wijnholds, G. and Moortgat, M. (2021). "SICK-NL: A Dataset for Dutch Natural Language Inference." Proceedings of the 16th Conference of the European Chapter of the Association for Computational Linguistics. https://aclanthology.org/2021.eacl-main.126/
Published in ArXiV, 2021
We train a BERT model from scratch for Dutch, while incorporating a supertagging objective to induce a syntactic bias. Initial experiments hint at improved or equal performance on a number of tasks, despite pretraining on a small amount of data. Read more
Recommended citation: Tziafas, G. and Kogkalidis, K. and Wijnholds, G. and Moortgat, M. (2021). "Improving BERT Pretraining with Syntactic Supervision." ArXiV preprint. https://arxiv.org/pdf/2104.10516.pdf
Published in Journal of Cognitive Science, 2021
We use a DisCoCat vector space instance of semantics and show how one can interpret anaphora, ellipsis, and for the first time derive the sloppy vs strict vector readings of ambiguous anaphora with ellipsis cases. Read more
Recommended citation: McPheat, L. and and Wijnholds, G. and Sadrzadeh, M. and Correia, A. and Toumi, A. (2021). "Anaphora and Ellipsis in Lambek Calculus with a Relevant Modality: Syntax and Semantics." Journal of Cognitive Science. https://www.cl.cam.ac.uk/events/act2021/papers/ACT_2021_paper_42.pdf
Published in Findings of ACL 2022, 2022
We devise a test suite based on a mildly context-sensitive formalism, from which we derive grammars that capture the linguistic phenomena of control verb nesting and verb raising. The grammars, paired with a small lexicon, provide us with a large collection of naturalistic utterances, annotated with verb-subject pairings, that serve as the evaluation test bed for an attention-based span selection probe. Our results, backed by extensive analysis, suggest that the models investigated fail in the implicit acquisition of the dependencies examined. Read more
Recommended citation: Kogkalidis, K. and Wijnholds, G. (2022). "Discontinuous Constituency and BERT: A Case Study of Dutch." Findings of the Association for Computational Linguistics 2022. https://aclanthology.org/2022.findings-acl.298/
Published in Computational Linguistics in the Netherlands 2022, 2022
We devise a test suite for evaluating Dutch language models' capacity for understanding noun and verb phrase ellipsis. The grammars, paired with a small lexicon, provide us with a large collection of naturalistic utterances, annotated with verb-subject pairings, that serve as the evaluation test bed for an attention-based span selection probe. Our results, backed by extensive analysis, suggest that the models investigated fail in the implicit acquisition of the dependencies examined. Read more
Recommended citation: Haagen, T. and Dona, L. and Bosscha, S. and Zamith, B. and Koetschruyter, R. and Wijnholds, G. (2022). "Noun Phrase and Verb Phrase Ellipsis in Dutch: Identifying Subject-Verb Dependencies with BERTje." Computational Linguistics in the Netherlands Journal Volume 12. https://www.clinjournal.org/clinj/article/view/147
Published in Logic and Algorithms in Computational Linguistics 2021, 2023
Extended Lambek calculi enlarge the type language with adjoint pairs of unary modalities. In previous work, modalities have been used as licensors for controlled forms of restructuring, reordering and copying. Here, we study a complementary use of the modalities as dependency features coding for grammatical roles. The result is a multidimensional type logic simultaneously inducing dependency and function argument structure on the linguistic material. We discuss the new perspective on constituent structure suggested by the dependency-enhanced type logic, and we experimentally evaluate how well a neural language model like BERT can deal with the subtle interplay between logical and structural reasoning that this type logic gives rise to. Read more
Recommended citation: Moortgat, M. and Kogkalidis, K. and Wijnholds, G. (2023). "Diamonds Are Forever: Theoretical and Empirical Support for a Dependency-Enhanced Type Logic." Logic and Algorithms in Computational Linguistics 2021. https://link.springer.com/chapter/10.1007/978-3-031-21780-7_3
Published in Findings of EACL 2023, 2023
In this paper we investigate monotonicity reasoning in Dutch, through a novel Natural Language Inference dataset. Monotonicity reasoning shows to be highly challenging for Transformer-based language models in English and here, we corroborate those findings using a parallel Dutch dataset, obtained by translating the Monotonicity Entailment Dataset of Yanaka et al. (2019). After fine-tuning two Dutch language models BERTje and RobBERT on the Dutch NLI dataset SICK-NL, we find that performance severely drops on the monotonicity reasoning dataset, indicating poor generalization capacity of the models. We provide a detailed analysis of the test results by means of the linguistic annotations in the dataset. We find that models struggle with downward entailing contexts, and argue that this is due to a poor understanding of negation. Additionally, we find that the choice of monotonicity context affects model performance on conjunction and disjunction. We hope that this new resource paves the way for further research in generalization of neural reasoning models in Dutch, and contributes to the development of better language technology for Natural Language Inference, specifically for Dutch. Read more
Recommended citation: Wijnholds, G. (2023). "Assessing Monotonicity Reasoning in Dutch through Natural Language Inference." Findings of the Association for Computational Linguistics: EACL 2023. https://aclanthology.org/2023.findings-eacl.110/
Published in ArXiV, 2023
This paper addresses structural ambiguity in Dutch relative clauses. By investigating the task of disambiguation by grounding, we study how the presence of a prior sentence can resolve relative clause ambiguities. We apply this method to two parsing architectures in an attempt to demystify the parsing and language model components of two present-day neural parsers. Results show that a neurosymbolic parser, based on proof nets, is more open to data bias correction than an approach based on universal dependencies, although both setups suffer from a comparable initial data bias. Read more
Recommended citation: Wijnholds, G. and Moortgat, M. (2023). "Structural Ambiguity and its Disambiguation in Language Model Based Parsers: the Case of Dutch Clause Relativization" ArXiV Preprint. https://arxiv.org/abs/2305.14917
Published in Compositionality Vol. 5 Issue 2, 2023
We develop a vector semantics based on the Lambek Calculus with a relevant modality, and give experimental result on a new dataset. Read more
Recommended citation: McPheat, L. and Sadrzadeh, M. and Wazni, H. and Wijnholds, G. (2020). "Categorical Vector Space Semantics for Lambek Calculus with a Relevant Modality." Compositionality Vol. 5, Issue 2. https://compositionality-journal.org/papers/compositionality-5-2/
Published:
Recommended citation: "Conversions between D and MCFG: Logical Characterizations of the Mildly Context-Sensitive Languages".
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Recommended citation: "Enhanced Expressivity for Compositional Distributional Semantics".
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Recommended citation: "Syntactic control for compositional vector space models".
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Recommended citation: "Non-Local Information Flow in Compositional Vector Space Models: From enhanced syntax to enhanced semantics".
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I gave a guest lecture in Utrecht on compositional distributional semantics, followed by a lab with exercises using a concrete implementation of a compositional distributional model. Read more
Recommended citation: "Compositional Distributional Semantics".
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Recommended citation: "Coherent Diagrammatic Reasoning in Compositional Distributional Semantics".
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Recommended citation: "Vector Semantics for Lambek Calculus with Contraction".
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Recommended citation: "Coherent Diagrammatic Reasoning in Compositional Distributional Semantics".
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Recommended citation: "Lambek with Contractions".
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Recommended citation: "Proof Nets and String Diagrams".
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Recommended citation: "Lexical and Derivational Meaning in Vector-Based Models of Relativisation".
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Recommended citation: "Classical Copying versus Quantum Entanglement in Natural Language: the Case of VP-ellipsis".
Published:
Recommended citation: "Classical Copying versus Quantum Entanglement in Natural Language: the Case of VP-ellipsis".
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Recommended citation: "Incremental Semantic Judgments".
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Recommended citation: "Evaluating Composition Models for Verb Phrase Elliptical Sentence Embeddings".
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Recommended citation: "Evaluating Composition Models for Verb Phrase Elliptical Sentence Embeddings".
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I gave an invited talk about using dependency relations as contexts in a tensor-based embedding model. https://wollic2019.sites.uu.nl/compositionality-in-natural-languages/ Read more
Recommended citation: "Dependency Based Tensor Embeddings".
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Recommended citation: "Evaluating Composition Models for Verb Phrase Elliptical Sentence Embeddings".
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I gave a guest lecture on current research on neural tensor embeddings in the Vector Space Models of Meaning course at ESSLLI 2019. https://sites.google.com/view/vsmom/home Read more
Recommended citation: "Neural Tensor Embeddings".
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Recommended citation: "Type-Driven Composition of Word Embeddings in the age of BERT".
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Recommended citation: "Representation Learning for Type-Driven Composition".
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Recommended citation: "SICK-NL: A Dataset for Dutch Natural Language Inference".
Undergraduate, Utrecht University, 1900
An intermediate course on logical grammars and their semantics, from the basics of the Lambek Calculus to cutting-edge research topics. Read more
Undergraduate, Utrecht University, 1900
Advanced course on techniques for language and speech technologies. Topics include formal languages (up to context-free languages), UNIX, hands on text-to-speech tutorials, Hidden Markov Models. Read more
Undergraduate, University of Amsterdam, 1900
An introductory course on formal logic. Topics include propositional and first-order logic, natural deduction, sequent calculi, tableaux. Read more
Undergraduate, University of Amsterdam, 1900
A capita selecta course covering seminal papers/cases in Artificial Intelligence. Read more
Undergraduate, University of Amsterdam, 1900
An introductory course to linear algebra, covering up to Singular Value Decomposition. Read more
Undergraduate, University of Amsterdam, 1900
An intermediate course on logic for computational reasoning. Topics include propositional and first order resolution, dynamic epistemic logic, planning. Read more
Undergraduate, University of Amsterdam, 1900
An introductory course to logic programming and various search techniques, in Prolog. Read more
Undergraduate, Queen Mary University of London, 1900
Responsible tutoring and marking students' work for this introduction to mathematics for students of Electronic Engineering and Computer Systems students. Topics covered include complex numbers, vectors, sequences and series, functions and continuity, differentiation, and integration. Read more
Undergraduate, Queen Mary University of London, 1900
Responsible for organising and teaching this introduction to mathematics for students of Electronic Engineering and Computer Systems students. Topics covered include complex numbers, vectors, sequences and series, functions and continuity, differentiation, and integration. Read more
Postgraduate, Queen Mary University of London, 1900
Responsible for running labs and marking for this capita selecta course on NLP for master students of various programmes. Topics covered include language modelling, formal grammar, dialogue modelling, sentiment analysis, classification and regression models, formal grammar, distributional semantics, formal semantics. Read more
Undergraduate, Utrecht University, 1900
Advanced course on grammar logics, formal semantics and distributional semantics. Read more
Postgraduate, Utrecht University, 1900
Advanced course on linear logic, grammar logics, formal semantics and distributional semantics. Read more