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Multiscale Graph Comparison via the Embedded Laplacian Discrepancy
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Multiscale Graph Comparison via the Embedded Laplacian Discrepancy

Edric Tam
David B. Dunson
ArXiv (abs)PDFHTML

Papers citing "Multiscale Graph Comparison via the Embedded Laplacian Discrepancy"

4 / 4 papers shown
Title
Scalable Sobolev IPM for Probability Measures on a Graph
Scalable Sobolev IPM for Probability Measures on a Graph
Tam Le
Truyen V. Nguyen
H. Hino
Kenji Fukumizu
82
0
0
02 Feb 2025
Geodesic Distance Between Graphs: A Spectral Metric for Assessing the Stability of Graph Neural Networks
Geodesic Distance Between Graphs: A Spectral Metric for Assessing the Stability of Graph Neural Networks
S. S. Shuvo
Ali Aghdaei
Zhuo Feng
80
0
0
15 Jun 2024
Generalized Sobolev Transport for Probability Measures on a Graph
Generalized Sobolev Transport for Probability Measures on a Graph
Tam Le
Truyen V. Nguyen
Kenji Fukumizu
OT
112
7
0
07 Feb 2024
Laplacian Canonization: A Minimalist Approach to Sign and Basis Invariant Spectral Embedding
Laplacian Canonization: A Minimalist Approach to Sign and Basis Invariant Spectral Embedding
Jiangyan Ma
Yifei Wang
Yisen Wang
102
14
0
28 Oct 2023

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