AbstractThis paper deals with the problem of scheduling n jobs on m machines in order to minimize the maximum completion time or mean flow time of jobs. We extend the results obtained in Sotskov (1989, 1990, 1991) on the complexity of shop-scheduling problems with n = 3. The main result of this paper is an NP-hardness proof for scheduling 3 jobs on 3 machines, whether preemptions of operations are allowed or forbidden
AbstractWe present in this paper a proof of the NP-completeness of the problem to schedule n simulta...
We survey recent results on the computational complexity of mixed shop scheduling problems. In a mix...
AbstractThe job-shop problem on multi-purpose machines (MPM job-shop problem) arises in the area of ...
AbstractThis paper deals with the problem of scheduling n jobs on m machines in order to minimize th...
AbstractThis paper addresses job-shop scheduling problems with deteriorating jobs, i.e. jobs whose p...
The paper deals with the determination of an optimal schedule for the so-called mixed-shop problem w...
AbstractThis paper examines the openshop problem with machine dependent processing times. Two object...
AbstractThis paper gives the positive answer to the question posed in the title for a wide class of ...
AbstractWe show that the problem of minimizing the weighted number of late jobs in open shop with gi...
This paper is a note on “Complexity analysis of job-shop scheduling with deteriorating jobs” [G. Mos...
The task of scheduling jobs to machines while minimizing the total makespan, the sum of weighted com...
We show that the problem of finding an optimal schedule for a set of jobs is NP-complete even in the...
AbstractWe study the problem of constructing a minimum makespan schedule for the n-jobm-machine open...
Suppose that $n$ independent tasks are to be scheduled without preemption on an unlimited number of ...
We survey and extend the results on the complexity of machine scheduling problems. After a brief rev...
AbstractWe present in this paper a proof of the NP-completeness of the problem to schedule n simulta...
We survey recent results on the computational complexity of mixed shop scheduling problems. In a mix...
AbstractThe job-shop problem on multi-purpose machines (MPM job-shop problem) arises in the area of ...
AbstractThis paper deals with the problem of scheduling n jobs on m machines in order to minimize th...
AbstractThis paper addresses job-shop scheduling problems with deteriorating jobs, i.e. jobs whose p...
The paper deals with the determination of an optimal schedule for the so-called mixed-shop problem w...
AbstractThis paper examines the openshop problem with machine dependent processing times. Two object...
AbstractThis paper gives the positive answer to the question posed in the title for a wide class of ...
AbstractWe show that the problem of minimizing the weighted number of late jobs in open shop with gi...
This paper is a note on “Complexity analysis of job-shop scheduling with deteriorating jobs” [G. Mos...
The task of scheduling jobs to machines while minimizing the total makespan, the sum of weighted com...
We show that the problem of finding an optimal schedule for a set of jobs is NP-complete even in the...
AbstractWe study the problem of constructing a minimum makespan schedule for the n-jobm-machine open...
Suppose that $n$ independent tasks are to be scheduled without preemption on an unlimited number of ...
We survey and extend the results on the complexity of machine scheduling problems. After a brief rev...
AbstractWe present in this paper a proof of the NP-completeness of the problem to schedule n simulta...
We survey recent results on the computational complexity of mixed shop scheduling problems. In a mix...
AbstractThe job-shop problem on multi-purpose machines (MPM job-shop problem) arises in the area of ...