This document highlights an oversight in our recent paper on a method for node overlap removal [1, 2]. The error, based on an incompleted specified invariant, occurs in the algorithm satisfy VPSC and leads to a rarely occurring case where not all constraints are satisfied. We give the required additions to the algorithm to obtain correct behaviour, revise the worst case complexity theorem and reproduce the experimental performance data. While the worst case complexity is O(n ) we show that for typical input the performance is O(n log n) and this is reflected by the new experimental results
We present an algorithm to generate a set of highly reliable overlaps based on identifying repeat k-...
Given a set of obstacles and two designated points in the plane, the Minimum Constraint Removal prob...
When confronted to a clustering problem, one has to choose which algorithm to run. Building a system...
Our recent paper [1] details an algorithm for removing overlap between rectangles, while attempting...
Most graph layout algorithms treat nodes as points. The problem of node overlap removal is to adjust...
Most graph layout algorithms in the field of graph drawing treat nodes as points. The problem of no...
Most graph layout algorithms in the field of graph drawing treat nodes as points. The problem of no...
Abstract. Most graph layout algorithms treat nodes as points. The problem of node overlap removal is...
Node overlap removal is a necessary step in many scenarios including laying out a graph, or visualiz...
In this report, we give the complete proof of the theorem 1 of the paper "Node Overlap Removal for 1...
Node overlap removal is a necessary step in many scenarios including laying out a graph, or visualiz...
International audienceWhile many graph drawing algorithms consider nodes as points, graph visualizat...
Energy based algorithms are powerful techniques for laying out graphs. They tend to generate aesthet...
International audienceEnergy based algorithms are powerful techniques for laying out graphs. They te...
Appears in the Proceedings of the 27th International Symposium on Graph Drawing and Network Visualiz...
We present an algorithm to generate a set of highly reliable overlaps based on identifying repeat k-...
Given a set of obstacles and two designated points in the plane, the Minimum Constraint Removal prob...
When confronted to a clustering problem, one has to choose which algorithm to run. Building a system...
Our recent paper [1] details an algorithm for removing overlap between rectangles, while attempting...
Most graph layout algorithms treat nodes as points. The problem of node overlap removal is to adjust...
Most graph layout algorithms in the field of graph drawing treat nodes as points. The problem of no...
Most graph layout algorithms in the field of graph drawing treat nodes as points. The problem of no...
Abstract. Most graph layout algorithms treat nodes as points. The problem of node overlap removal is...
Node overlap removal is a necessary step in many scenarios including laying out a graph, or visualiz...
In this report, we give the complete proof of the theorem 1 of the paper "Node Overlap Removal for 1...
Node overlap removal is a necessary step in many scenarios including laying out a graph, or visualiz...
International audienceWhile many graph drawing algorithms consider nodes as points, graph visualizat...
Energy based algorithms are powerful techniques for laying out graphs. They tend to generate aesthet...
International audienceEnergy based algorithms are powerful techniques for laying out graphs. They te...
Appears in the Proceedings of the 27th International Symposium on Graph Drawing and Network Visualiz...
We present an algorithm to generate a set of highly reliable overlaps based on identifying repeat k-...
Given a set of obstacles and two designated points in the plane, the Minimum Constraint Removal prob...
When confronted to a clustering problem, one has to choose which algorithm to run. Building a system...