AbstractThe aim of this paper is to pose a challenge to the experts of (algebraic) topology techniques. We present an early deciding algorithm that solves the set agreement problem, i.e., the problem which triggered research on applying topology techniques to distributed computing. We conjecture the algorithm to be optimal, and we discuss the need and challenges of applying topology techniques to prove the lower bound
Abstract. Set agreement is a fundamental problem in distributed com-puting in which processes collec...
We prove tight bounds on the time needed to solve k-set agreement. In this problem, each processor s...
We extend the notion of distributed decision in the framework of distributed network computing, insp...
AbstractThe k-set-agreement problem consists for a set of n processes to agree on less than k among ...
International audienceMore than two decades ago, combinatorial topology was shown to be useful for a...
In a distributed application, high-availability of a critical online service is ensured despite fail...
International audienceRound-based models are the main message-passing models; combinatorial topology...
In the k-set agreement problem, each processor starts with a private input value and eventually deci...
The $k$-set agreement problem is a generalization of the uniform consensus problem: each process pro...
International audienceThe k-set agreement problem is a generalization of the uniform consensus probl...
Abstract We give necessary and sufficient combinatorial conditions characterizing the class of decis...
We introduce the (b,n)-Committee Decision Problem (CD) - a generalization of the consensus problem. ...
International audienceIn the \emph{$k$-set agreement} task each process proposes a value, and it is ...
International audienceSet agreement is a fundamental problem in distributed com- puting in which pro...
Abstract. Set agreement is a fundamental problem in distributed com-puting in which processes collec...
We prove tight bounds on the time needed to solve k-set agreement. In this problem, each processor s...
We extend the notion of distributed decision in the framework of distributed network computing, insp...
AbstractThe k-set-agreement problem consists for a set of n processes to agree on less than k among ...
International audienceMore than two decades ago, combinatorial topology was shown to be useful for a...
In a distributed application, high-availability of a critical online service is ensured despite fail...
International audienceRound-based models are the main message-passing models; combinatorial topology...
In the k-set agreement problem, each processor starts with a private input value and eventually deci...
The $k$-set agreement problem is a generalization of the uniform consensus problem: each process pro...
International audienceThe k-set agreement problem is a generalization of the uniform consensus probl...
Abstract We give necessary and sufficient combinatorial conditions characterizing the class of decis...
We introduce the (b,n)-Committee Decision Problem (CD) - a generalization of the consensus problem. ...
International audienceIn the \emph{$k$-set agreement} task each process proposes a value, and it is ...
International audienceSet agreement is a fundamental problem in distributed com- puting in which pro...
Abstract. Set agreement is a fundamental problem in distributed com-puting in which processes collec...
We prove tight bounds on the time needed to solve k-set agreement. In this problem, each processor s...
We extend the notion of distributed decision in the framework of distributed network computing, insp...