AbstractWe consider a polynomial-time algorithm for the following scheduling problem: Given two machines, where each machine can process at most one job at a time; a set of jobs, where each job can start on or after its release date and consists of a chain of unit-time operations such that the machines have to process them by turn begining with a given machine; find a schedule minimizing the maximum job completion time. Formerly, only pseudopolynomial-time algorithms have been proposed for this problem
We present a polynomial (1 + #epsilon#)-approximation scheme for the strongly NP-hard problem of sch...
A natural and basic problem in scheduling theory is to provide good average quality of service to a ...
We consider a two-machine open shop problem where the jobs have release dates and due dates, and whe...
AbstractWe consider a polynomial-time algorithm for the following scheduling problem: Given two mach...
[[abstract]]Chang and Lee develop two polynomial algorithms to find an optimal schedule under the co...
AbstractThis paper considers the problem of minimizing the weighted number of late jobs in the two-m...
Ideal schedules reach both minimum maximum completion time and minimum total completion time of jobs...
In this paper we consider different open shop problems with unit processing times. For the problem w...
In this paper we present a polynomial time approximation scheme for the job shop scheduling problem ...
Abstract: We consider the problem of scheduling jobs with given release times and due dates on a sin...
The following multiprocessor scheduling problem was motivated by scheduling maintenance periods for ...
The standard one-machine scheduling problem consists in scheduling a set of jobs in one machine wh...
AbstractThis paper addresses scheduling n jobs in a two-machine flow shop to minimize the total comp...
. This paper considers the complexity and the correlation of scheduling unit-time jobs on identical ...
Abstract. Consider n independent jobs and m uniform machines in parallel. Each job has a processing ...
We present a polynomial (1 + #epsilon#)-approximation scheme for the strongly NP-hard problem of sch...
A natural and basic problem in scheduling theory is to provide good average quality of service to a ...
We consider a two-machine open shop problem where the jobs have release dates and due dates, and whe...
AbstractWe consider a polynomial-time algorithm for the following scheduling problem: Given two mach...
[[abstract]]Chang and Lee develop two polynomial algorithms to find an optimal schedule under the co...
AbstractThis paper considers the problem of minimizing the weighted number of late jobs in the two-m...
Ideal schedules reach both minimum maximum completion time and minimum total completion time of jobs...
In this paper we consider different open shop problems with unit processing times. For the problem w...
In this paper we present a polynomial time approximation scheme for the job shop scheduling problem ...
Abstract: We consider the problem of scheduling jobs with given release times and due dates on a sin...
The following multiprocessor scheduling problem was motivated by scheduling maintenance periods for ...
The standard one-machine scheduling problem consists in scheduling a set of jobs in one machine wh...
AbstractThis paper addresses scheduling n jobs in a two-machine flow shop to minimize the total comp...
. This paper considers the complexity and the correlation of scheduling unit-time jobs on identical ...
Abstract. Consider n independent jobs and m uniform machines in parallel. Each job has a processing ...
We present a polynomial (1 + #epsilon#)-approximation scheme for the strongly NP-hard problem of sch...
A natural and basic problem in scheduling theory is to provide good average quality of service to a ...
We consider a two-machine open shop problem where the jobs have release dates and due dates, and whe...