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In many real world networks, there already exists a (not necessarily optimal) k-partitioning of the network. Oftentimes, one aims to find a k-partitioning with a smaller cut value for such networks by moving only a few nodes across partitions.
Feb 23, 2024
Feb 23, 2024 · The number of nodes that can be moved across partitions is often a constraint forced by budgetary limitations. Motivated by such real-world ...
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Given a graph, a set of k terminals and an initial partitioning of the graph, the r-move k-partitioning problem aims to ... Graph partitioning with limited moves.
Feb 17, 2014 · I'm working on trying to partition a triangulated graph into connected subgraphs with some guarantees on the number of inter-partition edges.
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Graph partitioning can be done by recursively bisecting a graph or directly partitioning it into k sets. There are two ways to partition a graph, by taking out ...
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Abstract. The graph partitioning problem is that of dividing the vertices of a graph into sets of speci ed sizes such that few edges cross between sets.
We present a novel approach to graph partitioning based on the notion of natural cuts. Our algorithm, called PUNCH, has two phases. The first phase performs ...
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In this demo, we explore the graph partitioning problem. This is an interesting problem from graph theory with a wide variety of applications.
Jan 10, 2024 · Incremental partitioning is a tri-criteria optimization problem, to balance the load, minimize cut sizes and minimize changes ∆O. Here |∆O| ...
Graph Partition Problem - an overview | ScienceDirect Topics
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The 'Graph Partition Problem' refers to dividing a graph into two equal-size sets of vertices in a way that minimizes the number of edges going from one set ...