A fully polynomial time approximation scheme (FPTAS) with run time 0(nm/ εm-1) is developed for a problem which combines common due window assignment and scheduling n jobs on m identical parallel machines. The problem criterion is bottleneck (min-max) such that the maximum cost, which includes job earliness, job tardiness and due window size costs, is minimized
this paper minimizes the makespan, i. e. the maximum completion time required to process all jobs. A...
In this paper, we consider a parallel machine environment when all jobs have the same processing tim...
This work presents approximation algorithms for scheduling the tasks of a parallel application that ...
This is the Pre-Published Version. We consider the problem of scheduling a set of jobs with differen...
We discuss scheduling problems with m identical machines and n jobs where each job has to be assigne...
We consider the m parallel-machine scheduling problem that process service requests from various cus...
We study the problems of scheduling a set of nonpreemptive jobs on a single machine and identical pa...
We derive a polynomial time approximation scheme for a special case of makespan minimization on unre...
International audienceWe consider a multiobjective scheduling problem, with the aim of minimizing th...
We consider a problem of scheduling jobs on m parallel machines. The machines are dedicated, i.e., f...
We consider a scheduling problem where a set of jobs is a-priori distributed over parallel machines....
We study the problem of assigning n tasks to m identical parallel machines in the real-time scheduli...
AbstractWe discuss the problem of scheduling a set of n independent jobs on m parallel machines to m...
AbstractIn a recent paper [Discrete Appl. Math. 130 (2003) 449–467], Yang, Ye, and Zhang investigate...
this paper minimizes the makespan, i. e. the maximum completion time required to process all jobs. A...
In this paper, we consider a parallel machine environment when all jobs have the same processing tim...
This work presents approximation algorithms for scheduling the tasks of a parallel application that ...
This is the Pre-Published Version. We consider the problem of scheduling a set of jobs with differen...
We discuss scheduling problems with m identical machines and n jobs where each job has to be assigne...
We consider the m parallel-machine scheduling problem that process service requests from various cus...
We study the problems of scheduling a set of nonpreemptive jobs on a single machine and identical pa...
We derive a polynomial time approximation scheme for a special case of makespan minimization on unre...
International audienceWe consider a multiobjective scheduling problem, with the aim of minimizing th...
We consider a problem of scheduling jobs on m parallel machines. The machines are dedicated, i.e., f...
We consider a scheduling problem where a set of jobs is a-priori distributed over parallel machines....
We study the problem of assigning n tasks to m identical parallel machines in the real-time scheduli...
AbstractWe discuss the problem of scheduling a set of n independent jobs on m parallel machines to m...
AbstractIn a recent paper [Discrete Appl. Math. 130 (2003) 449–467], Yang, Ye, and Zhang investigate...
this paper minimizes the makespan, i. e. the maximum completion time required to process all jobs. A...
In this paper, we consider a parallel machine environment when all jobs have the same processing tim...
This work presents approximation algorithms for scheduling the tasks of a parallel application that ...