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A Mathematical Theory for Clustering in Metric Spaces

A Mathematical Theory for Clustering in Metric Spaces

25 September 2015
Cheng-Shang Chang
W. Liao
Yu-Sheng Chen
L. Liou
ArXiv (abs)PDFHTML

Papers citing "A Mathematical Theory for Clustering in Metric Spaces"

5 / 5 papers shown
Title
On Affine Homotopy between Language Encoders
On Affine Homotopy between Language Encoders
Robin SM Chan
Reda Boumasmoud
Anej Svete
Yuxin Ren
Qipeng Guo
...
Shauli Ravfogel
Mrinmaya Sachan
Bernhard Schölkopf
Mennatallah El-Assady
Ryan Cotterell
75
4
0
04 Jun 2024
Generalized Shape Metrics on Neural Representations
Generalized Shape Metrics on Neural Representations
Alex H. Williams
Erin M Kunz
Simon Kornblith
Scott W. Linderman
MedIm
62
105
0
27 Oct 2021
PageRank and The K-Means Clustering Algorithm
PageRank and The K-Means Clustering Algorithm
Mustafa Hajij
E. Said
R. Todd
16
1
0
10 May 2020
Clustering by Orthogonal NMF Model and Non-Convex Penalty Optimization
Clustering by Orthogonal NMF Model and Non-Convex Penalty Optimization
Shuai Wang
Tsung-Hui Chang
Ying Cui
J. Pang
107
32
0
03 Jun 2019
K-sets+: a Linear-time Clustering Algorithm for Data Points with a
  Sparse Similarity Measure
K-sets+: a Linear-time Clustering Algorithm for Data Points with a Sparse Similarity Measure
Cheng-Shang Chang
Chia-Tai Chang
D. Lee
L. Liou
22
3
0
11 May 2017
1