N unit-length jobs subject to precedence constraints are to be scheduled on two processors to minimize finish time. Previous algorithms for this well-known problem begin by finding the transitive closure, and so use time 0(min(mn, n2.61)). An 0(m+nα(n)) algorithm is presented. The algorithm constructs a “lexicographic maximum schedule,” which is shown to be optimal
AbstractIn the classical scheduling theory it is widely assumed that any task requires for its proce...
AbstractWe consider a polynomial-time algorithm for the following scheduling problem: Given two mach...
The following multiprocessor scheduling problem was motivated by scheduling maintenance periods for ...
The final publication is available at link.springer.comPeer ReviewedPostprint (author's final draft
In this paper we study a scheduling problem with duo-processor tasks, that is tasks simultaneously ...
.In this paper we study a semi on-line version of the classical multiprocessor scheduling problem on...
In this paper we study a semi on-line version of the classical multiprocessor scheduling problem on...
An efficient parallel algorithm $(RNC^{2})$ for the two-processor scheduling problem is presented. ...
We consider a scheduling problem with two identical parallel machines and n jobs. For each...
: Problems with unit execution time (UET) tasks and two identical parallel processors have received ...
In this paper, we consider the problem of scheduling tasks on two dedicated processors where some ta...
Problems with unit execution time (UET) tasks and two identical parallel processors have received a ...
[[abstract]]Chang and Lee develop two polynomial algorithms to find an optimal schedule under the co...
This paper addresses a certain type of scheduling problem that arises when a parallel computation is...
AbstractWe present here a new deterministic parallel algorithm for the two-processor scheduling prob...
AbstractIn the classical scheduling theory it is widely assumed that any task requires for its proce...
AbstractWe consider a polynomial-time algorithm for the following scheduling problem: Given two mach...
The following multiprocessor scheduling problem was motivated by scheduling maintenance periods for ...
The final publication is available at link.springer.comPeer ReviewedPostprint (author's final draft
In this paper we study a scheduling problem with duo-processor tasks, that is tasks simultaneously ...
.In this paper we study a semi on-line version of the classical multiprocessor scheduling problem on...
In this paper we study a semi on-line version of the classical multiprocessor scheduling problem on...
An efficient parallel algorithm $(RNC^{2})$ for the two-processor scheduling problem is presented. ...
We consider a scheduling problem with two identical parallel machines and n jobs. For each...
: Problems with unit execution time (UET) tasks and two identical parallel processors have received ...
In this paper, we consider the problem of scheduling tasks on two dedicated processors where some ta...
Problems with unit execution time (UET) tasks and two identical parallel processors have received a ...
[[abstract]]Chang and Lee develop two polynomial algorithms to find an optimal schedule under the co...
This paper addresses a certain type of scheduling problem that arises when a parallel computation is...
AbstractWe present here a new deterministic parallel algorithm for the two-processor scheduling prob...
AbstractIn the classical scheduling theory it is widely assumed that any task requires for its proce...
AbstractWe consider a polynomial-time algorithm for the following scheduling problem: Given two mach...
The following multiprocessor scheduling problem was motivated by scheduling maintenance periods for ...