This paper proposes a new method for probabilistic analysis of online algorithms that is based on the notion of stochastic dominance. We develop the method for the Online Bin Coloring problem introduced in [15]. Using methods for the stochastic comparison of Markov chains we establish the strong result that the performance of the online algorithm GreedyFit is stochastically dominated by the performance of the algorithm OneBin for any number of items processed. This result gives a more realistic picture than competitive analysis and explains the behavior observed in simulations.
In this paper, we study online algorithms when the input is not chosen adversarially, but consists o...
UnrestrictedAn algorithm can be defined as a set of computational steps that transform the input to ...
In this paper we consider a simple variant of the Online Dial-a-Ride Problem from a probabilistic po...
International audienceStochastic dominance is a technique for evaluating the performance of online a...
We introduce a new problem that was motivated by a (more complicated) problem arising in a robotized...
We introduce a new problem that was motivated by a (more complicated) problem arising in a robotized...
Despite significant algorithmic advances in recent years, finding optimal policies for large-scale, ...
We study the online bin packing problem under two stochastic settings. In the bin packing problem, w...
We study the power of randomization in the design of online graph coloring algorithms. No specific ...
In this paper, we study online algorithms when the in-put is not chosen adversarially, but consists ...
We generalize the model of online computation with three players (algorithm, adversary and an oracle...
In competitive analysis, we usually do not put any restrictions on the computational complexity of o...
In this paper, we study online algorithms when the input is not chosen adversarially, but consists o...
It is well known that competitive analysis yields too pessimistic re-sults when applied to the pagin...
Ouvrage (auteur).This book presents a large variety of applications of probability theory and statis...
In this paper, we study online algorithms when the input is not chosen adversarially, but consists o...
UnrestrictedAn algorithm can be defined as a set of computational steps that transform the input to ...
In this paper we consider a simple variant of the Online Dial-a-Ride Problem from a probabilistic po...
International audienceStochastic dominance is a technique for evaluating the performance of online a...
We introduce a new problem that was motivated by a (more complicated) problem arising in a robotized...
We introduce a new problem that was motivated by a (more complicated) problem arising in a robotized...
Despite significant algorithmic advances in recent years, finding optimal policies for large-scale, ...
We study the online bin packing problem under two stochastic settings. In the bin packing problem, w...
We study the power of randomization in the design of online graph coloring algorithms. No specific ...
In this paper, we study online algorithms when the in-put is not chosen adversarially, but consists ...
We generalize the model of online computation with three players (algorithm, adversary and an oracle...
In competitive analysis, we usually do not put any restrictions on the computational complexity of o...
In this paper, we study online algorithms when the input is not chosen adversarially, but consists o...
It is well known that competitive analysis yields too pessimistic re-sults when applied to the pagin...
Ouvrage (auteur).This book presents a large variety of applications of probability theory and statis...
In this paper, we study online algorithms when the input is not chosen adversarially, but consists o...
UnrestrictedAn algorithm can be defined as a set of computational steps that transform the input to ...
In this paper we consider a simple variant of the Online Dial-a-Ride Problem from a probabilistic po...