Math 2.0

Resources / preprint

A Flow Matching Framework for Neural Representational Dissimilarity TX449S1VZV

URIm2://res/TX449S1VZV
Kindpreprint
CreatorsZeyuan Ye, Xue-Xin Wei
Date2026-09-25
Subjectsarxiv cs.AI, arxiv cs.IT, arxiv cs.LG, arxiv math.IT
Scopeborder

Expressions

e1: version, preprint

Date2026-09-25
IdsarXiv 2609.31544

Items in this resource

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

ItemKindWhereSource
Averaging local affine coefficients gives linear Fisher informationstatementproposition A.8arxiv
Fixed-norm translations give cosine distancestatementproposition A.3arxiv
Likelihood-trained translations give Euclidean, cosine, and correlation distancesstatementproposition B.1arxiv
Condition-specific affine flows give Gaussian Jeffreys divergencestatementproposition A.6arxiv
Stimulus-dependent affine flows give Gaussian Fisher informationstatementproposition A.7arxiv
Unconstrained flows give Jeffreys divergence and full Fisher informationstatementproposition A.9arxiv
AYEDQQRR78definitiondefinitionarxiv
Likelihood-trained affine flows give Mahalanobis and Gaussian Jeffreys divergencestatementproposition B.2arxiv
Similarity-constrained velocities generate similarity transformationsstatementproposition A.10arxiv
Affine flows preserve Gaussianitystatementlemma A.1arxiv
Translation-constrained flow matching recovers squared Euclidean distancestatementproposition A.2arxiv
A shared centered affine flow gives Mahalanobis distancestatementproposition A.5arxiv
Likelihood-trained affine flows give Gaussian and linear Fisher informationstatementproposition B.3arxiv
Centered fixed-norm translations give correlation distancestatementproposition A.4arxiv

Catalogue records