w_k. In particular for the balanced version, i.e. w? = w? == w_k, this gives a partition with 1/3w_i ? w(T_i) ? 3w_i
Nesta dissertação estudamos --- do ponto de vista algorítmico --- o seguinte problema, conhecido com...
[[abstract]]For a given integer , a balanced-coloring of a graph is a mapping such that for , whe...
We consider a partitioning problem for grid graphs with special constraints: a (square) grid graph a...
Graphs and AlgorithmsLet G=(V,E) be a connected graph with a weight function w: V \to \mathbbZ₊, and...
We study the problem of finding the minimum number of edges that, when cut, form a partition of the ...
We present approximation algorithms for balanced partitioning problems. These problems are notorious...
AbstractAssume that each vertex of a graph G is assigned a nonnegative integer weight and that l and...
Graph partitioning is a widely studied problem in the literature with several applications in real ...
International audienceWe study the problem of partitioning a graph into k connected components, whic...
Abstract. The problem of partitioning an edge-capacitated graph on n vertices into k balanced parts ...
We consider the problem of minimizing communication overhead while balancing load across cooperative...
AbstractThis paper describes efficient algorithms for partitioning a k-edge-connected graph into k e...
Given a graph G, the sparsest-cut problem asks to find the set of vertices S which has the least exp...
Abstract Two kinds of approximation algorithms exist for the k-BAL-ANCED PARTITIONING problem: those...
Assume that each vertex of a graph G is assigned a nonnegative integer weight and that l and u are g...
Nesta dissertação estudamos --- do ponto de vista algorítmico --- o seguinte problema, conhecido com...
[[abstract]]For a given integer , a balanced-coloring of a graph is a mapping such that for , whe...
We consider a partitioning problem for grid graphs with special constraints: a (square) grid graph a...
Graphs and AlgorithmsLet G=(V,E) be a connected graph with a weight function w: V \to \mathbbZ₊, and...
We study the problem of finding the minimum number of edges that, when cut, form a partition of the ...
We present approximation algorithms for balanced partitioning problems. These problems are notorious...
AbstractAssume that each vertex of a graph G is assigned a nonnegative integer weight and that l and...
Graph partitioning is a widely studied problem in the literature with several applications in real ...
International audienceWe study the problem of partitioning a graph into k connected components, whic...
Abstract. The problem of partitioning an edge-capacitated graph on n vertices into k balanced parts ...
We consider the problem of minimizing communication overhead while balancing load across cooperative...
AbstractThis paper describes efficient algorithms for partitioning a k-edge-connected graph into k e...
Given a graph G, the sparsest-cut problem asks to find the set of vertices S which has the least exp...
Abstract Two kinds of approximation algorithms exist for the k-BAL-ANCED PARTITIONING problem: those...
Assume that each vertex of a graph G is assigned a nonnegative integer weight and that l and u are g...
Nesta dissertação estudamos --- do ponto de vista algorítmico --- o seguinte problema, conhecido com...
[[abstract]]For a given integer , a balanced-coloring of a graph is a mapping such that for , whe...
We consider a partitioning problem for grid graphs with special constraints: a (square) grid graph a...