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1
Optimality Theory: Constraint Interaction in Generative Grammar ...
Smolensky, Paul; Prince, Alan S.. - : Rutgers University, 2022
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2
Compositional processing emerges in neural networks solving math problems
In: Proceedings of the Annual Meeting of the Cognitive Science Society, vol 43, iss 43 (2021)
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3
Infinite use of finite means? Evaluating the generalization of center embedding learned from an artificial grammar
In: Proceedings of the Annual Meeting of the Cognitive Science Society, vol 43, iss 43 (2021)
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4
Compositional Processing Emerges in Neural Networks Solving Math Problems ...
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Distributed neural encoding of binding to thematic roles ...
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6
Infinite use of finite means? Evaluating the generalization of center embedding learned from an artificial grammar ...
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7
Compositional processing emerges in neural networks solving math problems ...
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8
How much do language models copy from their training data? Evaluating linguistic novelty in text generation using RAVEN ...
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9
Compositional Processing Emerges in Neural Networks Solving Math Problems
In: Cogsci (2021)
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10
Emergent Gestural Scores in a Recurrent Neural Network Model of Vowel Harmony
In: Proceedings of the Society for Computation in Linguistics (2021)
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11
Testing for Grammatical Category Abstraction in Neural Language Models
In: Proceedings of the Society for Computation in Linguistics (2021)
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12
Universal linguistic inductive biases via meta-learning ...
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13
Tensor Product Decomposition Networks: Uncovering Representations of Structure Learned by Neural Networks
In: Proceedings of the Society for Computation in Linguistics (2020)
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14
Learning a gradient grammar of French liaison
In: Proceedings of the Annual Meetings on Phonology; Proceedings of the 2019 Annual Meeting on Phonology ; 2377-3324 (2020)
Abstract: In certain French words, an orthgraphically-final consonant is unpronounced except, in certain environments, when it precedes a vowel. This phenomenon, liaison, shows significant interactions with several other patterns in French (including h-aspiré, schwa deletion, and the presence of other morphemes in the liaison context). We present a learning algorithm that acquires a grammar that accounts for these patterns and their interactions. The learned grammar employs Gradient Symbolic Computation (GSC), incorporating weighted constraints and partially-activated symbolic representations. Grammatical analysis in the GSC framework includes the challenging determination of the numerical strength of symbolic constituent activations (as well as constraints). Here we present the first general algorithm for learning these quantities from empirical examples: the Error-Driven Gradient Activation Readjustment (EDGAR). Smolensky and Goldrick (2016) proposed a GSC analysis, with hand-determined numerical strengths, in which liaison derives from the coalescence of partially-activated input consonants. EDGAR allows us to extend this work to a wider range of liaison phenomena by automatically determining the more comprehensive set of numerical strengths required to generate the complex pattern of overall liaison behaviour.
Keyword: Gradient Symbolic Computation; learning; liaison
URL: http://journals.linguisticsociety.org/proceedings/index.php/amphonology/article/view/4680
https://doi.org/10.3765/amp.v8i0.4680
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15
RNNs Implicitly Implement Tensor Product Representations
In: International Conference on Learning Representations ; ICLR 2019 - International Conference on Learning Representations ; https://hal.archives-ouvertes.fr/hal-02274498 ; ICLR 2019 - International Conference on Learning Representations, May 2019, New Orleans, United States (2019)
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16
Quantum Language Processing ...
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17
Transient blend states and discrete agreement-driven errors in sentence production
In: Proceedings of the Society for Computation in Linguistics (2019)
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18
Augmentic Compositional Models for Knowledge Base Completion Using Gradient Representations
In: Proceedings of the Society for Computation in Linguistics (2019)
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19
Augmenting Compositional Models for Knowledge Base Completion Using Gradient Representations ...
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20
A Simple Recurrent Unit with Reduced Tensor Product Representations ...
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