AbstractIn a communication network it is desirable that all pairs of nodes can exchange messages at the same time. But under the capacity constraints on nodes or links this desired property may not be satisfied; only some node pairs can communicate with each other while the rest have to be blocked. A natural question is what is the maximum number of node pairs that can communicate synchronously with the load restriction? In this paper, we first show that the problem is NP-complete. Then we present two approximation algorithms for the problems under the node load constraint and the link load constraint, respectively
AbstractExpanding and forwarding are two graphic parameters related to the connectivity and the capa...
International audienceThe (edge) forwarding index of a graph is the minimum, over all possible rout-...
To measure the efficiency of a routing in network, Chung et al [The forwarding index of communicatio...
AbstractIn a communication network it is desirable that all pairs of nodes can exchange messages at ...
AbstractThe decision version of the forwarding index problem is, given a connected graph G and an in...
AbstractA network (G,R) consists in a given undirected graph G of order n and a routing R, that is a...
AbstractAnswering some questions of Heydemann, Meyer, Opatrny and Sotteau [4], we give upper bounds ...
AbstractFor a given connected graph G of order n, a routing R is a set of n(n-1) simple paths one sp...
Abstract-A network is defined as an undirected graph and a routing which consists of a collection of...
The decision version of the forwarding index problem is, given a connected graph G and an integer ξ,...
AbstractIn a given network with n vertices, a routing is defined as a set of n(n — 1) paths, one pat...
AbstractA routing R in a graph G is a set of paths {Rxy : x, y ϵ V(G)} where, for each ordered pair ...
Let G be a connected graph of order n. A routing in G is a set of n(n 1) fixed paths for all ordere...
A routing R of a connected graph G of order n is a collection of n(n — 1) simple paths connecting ev...
Abstract. A routing R of a connected graph G of order n is a collection of n(n − 1) simple paths con...
AbstractExpanding and forwarding are two graphic parameters related to the connectivity and the capa...
International audienceThe (edge) forwarding index of a graph is the minimum, over all possible rout-...
To measure the efficiency of a routing in network, Chung et al [The forwarding index of communicatio...
AbstractIn a communication network it is desirable that all pairs of nodes can exchange messages at ...
AbstractThe decision version of the forwarding index problem is, given a connected graph G and an in...
AbstractA network (G,R) consists in a given undirected graph G of order n and a routing R, that is a...
AbstractAnswering some questions of Heydemann, Meyer, Opatrny and Sotteau [4], we give upper bounds ...
AbstractFor a given connected graph G of order n, a routing R is a set of n(n-1) simple paths one sp...
Abstract-A network is defined as an undirected graph and a routing which consists of a collection of...
The decision version of the forwarding index problem is, given a connected graph G and an integer ξ,...
AbstractIn a given network with n vertices, a routing is defined as a set of n(n — 1) paths, one pat...
AbstractA routing R in a graph G is a set of paths {Rxy : x, y ϵ V(G)} where, for each ordered pair ...
Let G be a connected graph of order n. A routing in G is a set of n(n 1) fixed paths for all ordere...
A routing R of a connected graph G of order n is a collection of n(n — 1) simple paths connecting ev...
Abstract. A routing R of a connected graph G of order n is a collection of n(n − 1) simple paths con...
AbstractExpanding and forwarding are two graphic parameters related to the connectivity and the capa...
International audienceThe (edge) forwarding index of a graph is the minimum, over all possible rout-...
To measure the efficiency of a routing in network, Chung et al [The forwarding index of communicatio...