Challenge: a dictionary-based substitution code is common, but no automatic decipherment algorithms exist.
Approach: They propose a decoding lattice and a neural language model to solve word-based substitution codes . they apply their method to letters exchanged between general James Wilkinson and agents of the Spanish Crown .
Outcome: The proposed method decrypts letters written by general James Wilkinson and agents of the Spanish Crown in the late 1700s and early 1800s using a neural language model.

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Can Sequence-to-Sequence Models Crack Substitution Ciphers? (2021.acl-long)

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Challenge: Current methods for deciphering historical ciphers use beam search and a neural language model . but, this approach assumes that the target plaintext language is known .
Approach: They propose an end-to-end multilingual decipherment model that can solve 1:1 substitution ciphers without explicit language identification.
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Decipherment of Substitution Ciphers with Neural Language Models (D18-1)

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Challenge: Existing methods for deciphering homophonic substitution ciphers use pre-trained neural LMs.
Approach: They propose a beam search algorithm that scores the entire candidate plaintext at each step of the decipherment using a neural language model.
Outcome: The proposed beam search algorithm improves on challenging ciphers with smaller beam sizes and better error rates than state-of-the-art methods.
Decipherment as Regression: Solving Historical Substitution Ciphers by Learning Symbol Recurrence Relations (2023.findings-eacl)

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Challenge: Existing methods for solving substitution ciphers use character-level language models to find key . a Transformer-based causal language model can be used to learn recurrences between characters in a ciphered text .
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Segmenting Numerical Substitution Ciphers (2022.emnlp-main)

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Challenge: Existing methods for deciphering historical substitution ciphers are difficult to crack . cipheries that are not segmented are still difficult to deciphere .
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Encoding and Decoding Language in the Brain with Language Models (2026.eacl-tutorials)

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Challenge: This tutorial introduces brain-language model alignment and recent advances in brain-informed fine-tuning and brain-based fine-caching with language models.
Approach: This tutorial introduces brain-language model alignment and recent advances in brain-informed fine-tuning and scaling with language models.
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Tree-structured Decoding for Solving Math Word Problems (D19-1)

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Challenge: Existing approaches to solve math word problems do not consider an abstract syntax tree.
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AMR dependency parsing with a typed semantic algebra (P18-1)

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Challenge: Abstract Meaning Representations (AMRs) are graphs which describe the predicate-argument structure of a sentence.
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Sequence Models for Computational Etymology of Borrowings (2021.findings-acl)

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Challenge: a computational model of word borrowing can be useful for lexicon expansion and language preservation.
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Mapping probability word problems to executable representations (2021.emnlp-main)

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Challenge: a recent paper addresses the problem of solving math word problems automatically . a number of approaches have been proposed for solving word problems .
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Graph Matching and Graph Rewriting: GREW tools for corpus exploration, maintenance and conversion (2021.eacl-demos)

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Challenge: Graph Rewriting is a mathematical formalism that can be used to describe rule-based transformations on linguistic structures.
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