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Aug 2, 1993 · We present a numerical study on the use of eigenvalue-based techniques to find upper and lower bounds for this problem. Results for bisecting ...
A Computational Study of Graph Partitioning. Julie Falkner. Massey University. Department of Mathematics. Private Bag 11222, Palmerston North, New Zealand.
PDF | Let G = (N; E) be an edge-weighted undirected graph. The graph partitioning problem is the problem of partitioning the node set N into k disjoint.
A computational study of graph partitioning · J. Falkner, F. Rendl, Henry Wolkowicz · Published in Mathematical programming 7 September 1994 · Computer Science, ...
The graph partitioning problem is the problem of partitioning the node set N into k disjoint subsets of specified sizes so as to minimize the total weight of ...
A computational study of graph partitioning. Authors: Julie Falkner. Julie ... A computational study of graph partitioning. Mathematics of computing.
We present a numerical study on the use of eigenvalue-based techniques to find upper and lower bounds for this problem. Results for bisecting graphs with up to ...
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What is graph partitioning?
Is graph partitioning NP hard?
We present the first detailed performance analysis of state- of-the-art, work-efficient graph analytics applications using different graph partitioning ...
intRoDuction. “Graph partitioning” refers to a family of computational problems in which the vertices of a graph have to be par-.
In mathematics, a graph partition is the reduction of a graph to a smaller graph by partitioning its set of nodes into mutually exclusive groups.
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