Bridging CNNs, RNNs, and Weighted Finite-State Machines (P18-1)

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Challenge: recurrent and convolutional neural networks are useful for encoding natural language utterances.
Approach: They propose a model that combines neural representation learning with weighted finite-state automatas to learn a soft version of traditional surface patterns.
Outcome: The proposed model is comparable or better than a BiLSTM baseline and a CNN baseline on three text classification tasks.

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Recurrent Neural Networks as Weighted Language Recognizers (N18-1)

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Challenge: Recent experiments show that RNNs outperform other methods in assigning high probability to held-out English text.
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Outcome: The proposed model outperforms other methods in assigning high probability to held-out English text.
Recurrent Neural Language Models as Probabilistic Finite-state Automata (2023.emnlp-main)

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Challenge: Existing studies have focused on the expressive power of recurrent neural network LMs to recognize unweighted formal languages.
Approach: They propose to model a strict subset of probabilistic finite-state automata with RNNs . they show that an RNN requires left(N ||right) neurons to represent an LM .
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Lower Bounds on the Expressivity of Recurrent Neural Language Models (2024.naacl-long)

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Challenge: Recent studies of the representational capacity of neural LMs have focused on their ability to recognize formal languages.
Approach: They propose to connect recurrent neural networks (RNNs) as classifiers to finite-state automatas (FSAs) and a probabilistic FSA to characterize their representational capacity.
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Rational Recurrences (D18-1)

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Challenge: Recent studies show that neural models lack strong intuitions . recent studies show connections between convolutional neural networks and weighted finite state automata (WFSAs)
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Outcome: The proposed model outperforms two baselines on language modeling and text classification.
On the Representational Capacity of Recurrent Neural Language Models (2023.emnlp-main)

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Challenge: Existing studies have focused on LMs as formal languages, but they do not consider language membership.
Approach: They extend the Turing completeness result to the probabilistic case . they show that a rationally weighted RLM can simulate any deterministic Turing machine .
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Morphosyntactic Tagging with a Meta-BiLSTM Model over Context Sensitive Token Encodings (P18-1)

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Challenge: recurrent neural networks have produced significant advances in part-of-speech tagging accuracy . a common feature of these models is the presence of rich initial word encodings . however, word or sub-word information interacts only through subsequent recursive layers .
Approach: They propose to use recurrent neural networks with sentence-level context for initial character and word-based representations.
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On Efficiently Representing Regular Languages as RNNs (2024.findings-acl)

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Challenge: Recent work by Hewitt et al. (2020) provides an interpretation of the empirical success of recurrent neural networks (RNNs) as language models (LMs).
Approach: They generalize their construction and show that RNNs can efficiently represent a larger class of LMs than previously claimed.
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Convolutional Neural Networks with Recurrent Neural Filters (D18-1)

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Challenge: Convolutional neural networks (CNNs) use recurrent neural networks as convolution filters to capture language compositionality and long-term dependencies.
Approach: They propose to use recurrent neural networks (RNNs) as convolution filters to capture language compositionality and long-term dependencies.
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Deep RNNs Encode Soft Hierarchical Syntax (P18-2)

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Challenge: Existing studies show that syntactic information is useful for a wide variety of NLP tasks.
Approach: They propose to use word-level representations to learn internal representations that capture soft hierarchical notions of syntax from highly varied supervision.
Outcome: The proposed model encodes significant amounts of syntax even without explicit supervision.
On the Practical Computational Power of Finite Precision RNNs for Language Recognition (P18-2)

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Challenge: Recurrent Neural Networks (RNNs) are famously known to be Turing complete, but this relies on infinite precision in the states and unbounded computation time.
Approach: They propose to use LSTM and Elman-RNN with ReLU activation to study RNNs . they show that LS and ReLU-RNns can easily implement counting behavior .
Outcome: The LSTM and the Elman-RNN with ReLU activation are stronger than the RNN with squashing activation and the GRU.

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