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Multiscale Graph Comparison via the Embedded Laplacian Discrepancy

Multiscale Graph Comparison via the Embedded Laplacian Discrepancy

28 January 2022
Edric Tam
David B. Dunson
ArXivPDFHTML

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
55
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
45
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
47
5
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
30
13
0
28 Oct 2023
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