International audienceWe consider the problem of scheduling on-line a sequence of degradable intervals in a set of k identical machines. Our objective is to find a schedule that maximizes simultaneously the Weight (equal to the sum of processing times) and the Size (equal to the number) of the scheduled intervals. We propose a bicriteria algorithm that uses the strategies of two monocriteria algorithms (GOL [7], maximizing the Size and LR [4], maximizing the Weight) and yields two simultaneous constant competitive ratios. This work is an extension of [2] (COCOON'04), where the same model of degradable intervals was investigated in an off-line context and the two objectives were considered separately
International audienceIn order to solve the on-line problem we consider that the scheduler will act ...
AbstractWe consider preemptive offline and online scheduling on identical machines and uniformly rel...
In this paper we consider the problem of scheduling jobs with equal processing times on a single bat...
International audienceWe consider the problem of scheduling a sequence of intervals revealed on-line...
International audienceWe study the problem of scheduling on $k$ identical machines a set of parallel...
International audienceIn this paper, we study the problem of scheduling on $k$ identical machines a ...
We study the problem of minimizing the weighted sum of completion times of jobs with release dates o...
We give a simple proof that, for any instance of a very general class of scheduling problems, there ...
In scheduling with controllable processing times the actual processing time of each job is to be cho...
This paper considers a number of machines minimization scheduling problem with restricted processing...
We revisit the complexity of the classical Interval Scheduling in the dynamic setting. In this probl...
Given a set of jobs, each consisting of a number of weighted intervals on the real line, and a numbe...
Given a set of jobs, each consisting of a number of weighted intervals on the real line, and a numb...
We study an offline interval scheduling problem where every job has exactly one associated interval ...
In this paper, we study the bicriteria scheduling problem of minimizing the maximum earliness and th...
International audienceIn order to solve the on-line problem we consider that the scheduler will act ...
AbstractWe consider preemptive offline and online scheduling on identical machines and uniformly rel...
In this paper we consider the problem of scheduling jobs with equal processing times on a single bat...
International audienceWe consider the problem of scheduling a sequence of intervals revealed on-line...
International audienceWe study the problem of scheduling on $k$ identical machines a set of parallel...
International audienceIn this paper, we study the problem of scheduling on $k$ identical machines a ...
We study the problem of minimizing the weighted sum of completion times of jobs with release dates o...
We give a simple proof that, for any instance of a very general class of scheduling problems, there ...
In scheduling with controllable processing times the actual processing time of each job is to be cho...
This paper considers a number of machines minimization scheduling problem with restricted processing...
We revisit the complexity of the classical Interval Scheduling in the dynamic setting. In this probl...
Given a set of jobs, each consisting of a number of weighted intervals on the real line, and a numbe...
Given a set of jobs, each consisting of a number of weighted intervals on the real line, and a numb...
We study an offline interval scheduling problem where every job has exactly one associated interval ...
In this paper, we study the bicriteria scheduling problem of minimizing the maximum earliness and th...
International audienceIn order to solve the on-line problem we consider that the scheduler will act ...
AbstractWe consider preemptive offline and online scheduling on identical machines and uniformly rel...
In this paper we consider the problem of scheduling jobs with equal processing times on a single bat...