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On clusterings: Good, bad and spectral

by: Ravi Kannan, Santosh Vempala, and Adrian Vetta
In: J. ACM, Vol. 51, Nr. 3 New York, NY, USA: ACM (2004) , p. 497--515.
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Abstract

We motivate and develop a natural bicriteria measure for assessing the quality of a clustering that avoids the drawbacks of existing measures. A simple recursive heuristic is shown to have poly-logarithmic worst-case guarantees under the new measure. The main result of the article is the analysis of a popular spectral algorithm. One variant of spectral clustering turns out to have effective worst-case guarantees; another finds a "good" clustering, if one exists.

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On clusterings

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