Title of article :
Spectral Densest Subgraph and Independence Number of a Graph
Author/Authors :
Andersen, Reid Microsoft Research, USA , Cioaba, Sebastian M. University of California - Department of Mathematics, USA
From page :
1501
To page :
1513
Abstract :
In this paper, we study spectral versions of the densest subgraph problem and the largest independence subset problem. In the first part, we give an algorithm for identifying small subgraphs with large spectral radius. We also prove a Hoffman-type ratio bound for the order of an induced subgraph whose spectral radius is bounded from above
Keywords :
densest subgraph , eigenvalues , graphs , independence number
Journal title :
Journal of J.UCS (Journal of Universal Computer Science)
Journal title :
Journal of J.UCS (Journal of Universal Computer Science)
Record number :
2660898
Link To Document :
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