Search Results for author: Jordan Meadows

Found 6 papers, 4 papers with code

Multi-Operational Mathematical Derivations in Latent Space

1 code implementation2 Nov 2023 Marco Valentino, Jordan Meadows, Lan Zhang, André Freitas

To this end, we introduce different multi-operational representation paradigms, modelling mathematical operations as explicit geometric transformations.

Generating Mathematical Derivations with Large Language Models

1 code implementation19 Jul 2023 Jordan Meadows, Marco Valentino, Andre Freitas

In addition, we analyse 1. 7K equations, and over 200 derivations, to highlight common reasoning errors such as the inclusion of incorrect, irrelevant, and redundant equations.

In-Context Learning Math

A Symbolic Framework for Evaluating Mathematical Reasoning and Generalisation with Transformers

no code implementations21 May 2023 Jordan Meadows, Marco Valentino, Damien Teney, Andre Freitas

This paper proposes a methodology for generating and perturbing detailed derivations of equations at scale, aided by a symbolic engine, to evaluate the generalisability of Transformers to out-of-distribution mathematical reasoning problems.

Mathematical Reasoning

A Survey in Mathematical Language Processing

no code implementations30 May 2022 Jordan Meadows, Andre Freitas

Informal mathematical text underpins real-world quantitative reasoning and communication.

Retrieval

PhysNLU: A Language Resource for Evaluating Natural Language Understanding and Explanation Coherence in Physics

1 code implementation LREC 2022 Jordan Meadows, Zili Zhou, Andre Freitas

In order for language models to aid physics research, they must first encode representations of mathematical and natural language discourse which lead to coherent explanations, with correct ordering and relevance of statements.

Position Sentence +1

Similarity-Based Equational Inference in Physics

1 code implementation24 Mar 2021 Jordan Meadows, André Freitas

Automating the derivation of published results is a challenge, in part due to the informal use of mathematics by physicists, compared to that of mathematicians.

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