[[abstract]]The maximum planarization problem is to find a spanning planar subgraph having the largest number of edges for a given graph. In this paper, we propose a self-stabilizing algorithm to solve this problem for complete bipartite networks. The proposed algorithm finds the maximum planar subgraph of 2n-4 edges in O(n) rounds, where n is the number of nodes.[[fileno]]2030249010039[[department]]資訊工程學
The maximum planar subgraph problem (MPSP) asks for a planar subgraph of a given graph with the maxi...
In [JM94] we used a branch and cut algorithm in order to determine a maximum weight planar subgraph ...
AbstractIn the self-stabilizing algorithmic paradigm for distributed computation, each node has only...
The MAXIMUM PLANAR SUBGRAPH problem---given a graph G, find a largest planar subgraph of G---has app...
International audienceThe maximum leaf spanning tree (MLST) is a good candidate for constructing a v...
We present efficient algorithms to find a maximum-density planar subset of n 2-pin nets in a channel...
Abstract. The maximum leaf spanning tree (MLST) is a good candidate for con-structing a virtual back...
We present efficient algorithms to find a maximum-density planar subset of n 2-pin nets in a channel...
Given a graph G, the NP-hard Maximum Planar Subgraph problem (MPS) asks for a planar subgraph of G w...
International audienceThe matching problem asks for a large set of disjoint edges in a graph. It is ...
We determine the maximum number of edges that a planar graph can have as a function of its maximum d...
[[abstract]]In 1974, Dijsktra defined a self-stabilizing system as a system which is guaranteed to a...
A spanning maximal planar subgraph T = (V E0) is a spanning planar subgraph of a simple, finite, und...
[[abstract]]The real-weight maximum cut of a planar graph is considered. Given an undirected planar ...
In this paper we investigate the problem how to delete a number of edges from a nonplanar graph G su...
The maximum planar subgraph problem (MPSP) asks for a planar subgraph of a given graph with the maxi...
In [JM94] we used a branch and cut algorithm in order to determine a maximum weight planar subgraph ...
AbstractIn the self-stabilizing algorithmic paradigm for distributed computation, each node has only...
The MAXIMUM PLANAR SUBGRAPH problem---given a graph G, find a largest planar subgraph of G---has app...
International audienceThe maximum leaf spanning tree (MLST) is a good candidate for constructing a v...
We present efficient algorithms to find a maximum-density planar subset of n 2-pin nets in a channel...
Abstract. The maximum leaf spanning tree (MLST) is a good candidate for con-structing a virtual back...
We present efficient algorithms to find a maximum-density planar subset of n 2-pin nets in a channel...
Given a graph G, the NP-hard Maximum Planar Subgraph problem (MPS) asks for a planar subgraph of G w...
International audienceThe matching problem asks for a large set of disjoint edges in a graph. It is ...
We determine the maximum number of edges that a planar graph can have as a function of its maximum d...
[[abstract]]In 1974, Dijsktra defined a self-stabilizing system as a system which is guaranteed to a...
A spanning maximal planar subgraph T = (V E0) is a spanning planar subgraph of a simple, finite, und...
[[abstract]]The real-weight maximum cut of a planar graph is considered. Given an undirected planar ...
In this paper we investigate the problem how to delete a number of edges from a nonplanar graph G su...
The maximum planar subgraph problem (MPSP) asks for a planar subgraph of a given graph with the maxi...
In [JM94] we used a branch and cut algorithm in order to determine a maximum weight planar subgraph ...
AbstractIn the self-stabilizing algorithmic paradigm for distributed computation, each node has only...