Optimal load allocation for load sharing a divisible job over N processors inter-connected in bus-oriented network is considered. The processors are equipped with front-end processor s. It is analytically proved, for the first time, that a minimal solution time is achieved when the computation by each processor finishes at the same time. Closed form solutions for the minimum finish time and the optimal data allocation for each processor are obtained
The problem of distributing and processing a divisible load in a heterogeneous linear net-work of pr...
AbstractIn this paper, we present an improved load distribution strategy, for arbitrarily divisible ...
International audienceIn this paper, we discuss complexity issues for scheduling divisible workloads...
In this paper, a load sharing problem involving the optimal load allocation of very long linear data...
AbstractThe problem of processing divisible loads in a distributed bus network architecture with arb...
The problem of optimal divisible load distribution in distributed bus networks employing a heterogen...
In this paper, scheduling of divisible loads in a bus network is considered. The objective is to min...
AbstractIn this paper, scheduling of divisible loads in a bus network is considered. The objective i...
Abstract—A bus oriented network where there is a charge for the amount of divisible load processed o...
Closed form solutions for optimal finish time and job allocation are largely obtained only for netwo...
AbstractTo date closed form solutions for optimal finish time and job allocation are largely obtaine...
In this paper we consider the problem of computing a large matrix-vector product in a network-based ...
To date solutions for optimal finish time and job allocation in divisible load theory are largely ob...
In this paper we study the scheduling of multiple divisible loads on a star network of processors. W...
In this paper, we present an improved load distribution strategy, for arbitrarily divisible processi...
The problem of distributing and processing a divisible load in a heterogeneous linear net-work of pr...
AbstractIn this paper, we present an improved load distribution strategy, for arbitrarily divisible ...
International audienceIn this paper, we discuss complexity issues for scheduling divisible workloads...
In this paper, a load sharing problem involving the optimal load allocation of very long linear data...
AbstractThe problem of processing divisible loads in a distributed bus network architecture with arb...
The problem of optimal divisible load distribution in distributed bus networks employing a heterogen...
In this paper, scheduling of divisible loads in a bus network is considered. The objective is to min...
AbstractIn this paper, scheduling of divisible loads in a bus network is considered. The objective i...
Abstract—A bus oriented network where there is a charge for the amount of divisible load processed o...
Closed form solutions for optimal finish time and job allocation are largely obtained only for netwo...
AbstractTo date closed form solutions for optimal finish time and job allocation are largely obtaine...
In this paper we consider the problem of computing a large matrix-vector product in a network-based ...
To date solutions for optimal finish time and job allocation in divisible load theory are largely ob...
In this paper we study the scheduling of multiple divisible loads on a star network of processors. W...
In this paper, we present an improved load distribution strategy, for arbitrarily divisible processi...
The problem of distributing and processing a divisible load in a heterogeneous linear net-work of pr...
AbstractIn this paper, we present an improved load distribution strategy, for arbitrarily divisible ...
International audienceIn this paper, we discuss complexity issues for scheduling divisible workloads...