We show that the problem of finding an optimal schedule for a set of jobs is NP-complete even in the following two restricted cases.o(1)All jobs require one time unit.(2)All jobs require one or two time units, and there are only two processor resolving (in the negative a conjecture of R. L. Graham, Proc. SJCC, 1972, pp. 205–218).As a consequence, the general preemptive scheduling problem is also NP-complete.These results are tantamount to showing that the scheduling problems mentioned are intractable
It is shown that problem P j p j = p; pmtn j P w j U j is binary NP -hard although the correspond...
AbstractThis paper considers the problem of minimizing the weighted number of late jobs in the two-m...
We study the problem of scheduling unit execution time (UET) jobs with release dates and precedence ...
AbstractThis paper deals with the problem of scheduling n jobs on m machines in order to minimize th...
AbstractWe present in this paper a proof of the NP-completeness of the problem to schedule n simulta...
AbstractThis paper gives the positive answer to the question posed in the title for a wide class of ...
Baker and Nuttle [K.R. Baker, H.L.W. Nuttle, Sequencing independent jobs with a single resource, Nav...
We consider the problem of non-preemptively scheduling periodic and sporadic task systems on one pro...
AbstractWe consider a scheduling problem with a single machine and a set of jobs which have to be pr...
audience: researcherThe following problem is proved to be NP-complete: given n tasks, such that each...
AbstractMinimizing the number of precedence constrained, unit-time tardy jobs is strongly NP-hard on...
AbstractWe analyze a scheduling problem in which each job has a fixed start and end time and a value...
We are given a nite set of jobs of equal processing times with readiness times and tails and a set ...
The computational complexity of the problem of scheduling a set of start-time dependent tasks with d...
Problem Product Partition differs from the NP-complete problem Partition in that the addition operat...
It is shown that problem P j p j = p; pmtn j P w j U j is binary NP -hard although the correspond...
AbstractThis paper considers the problem of minimizing the weighted number of late jobs in the two-m...
We study the problem of scheduling unit execution time (UET) jobs with release dates and precedence ...
AbstractThis paper deals with the problem of scheduling n jobs on m machines in order to minimize th...
AbstractWe present in this paper a proof of the NP-completeness of the problem to schedule n simulta...
AbstractThis paper gives the positive answer to the question posed in the title for a wide class of ...
Baker and Nuttle [K.R. Baker, H.L.W. Nuttle, Sequencing independent jobs with a single resource, Nav...
We consider the problem of non-preemptively scheduling periodic and sporadic task systems on one pro...
AbstractWe consider a scheduling problem with a single machine and a set of jobs which have to be pr...
audience: researcherThe following problem is proved to be NP-complete: given n tasks, such that each...
AbstractMinimizing the number of precedence constrained, unit-time tardy jobs is strongly NP-hard on...
AbstractWe analyze a scheduling problem in which each job has a fixed start and end time and a value...
We are given a nite set of jobs of equal processing times with readiness times and tails and a set ...
The computational complexity of the problem of scheduling a set of start-time dependent tasks with d...
Problem Product Partition differs from the NP-complete problem Partition in that the addition operat...
It is shown that problem P j p j = p; pmtn j P w j U j is binary NP -hard although the correspond...
AbstractThis paper considers the problem of minimizing the weighted number of late jobs in the two-m...
We study the problem of scheduling unit execution time (UET) jobs with release dates and precedence ...