[[abstract]]In this paper, Tseng and Lee's parallel algorithm to solve the stable marriage prolem is analyzed. It is shown that the average number of parallel proposals of the algorithm is of ordern by usingn processors on a CREW PRAM, where each parallel proposal requiresO(loglog(n) time on CREW PRAM by applying the parallel selection algorithms of Valiant or Shiloach and Vishkin. Therefore, our parallel algorithm requiresO(nloglog(n)) time. The speed-up achieved is log(n)/loglog(n) since the average number of proposals required by applying McVitie and Wilson's algorithm to solve the stable marriage problem isO(nlog(n))
AbstractUsing the parallel comparison tree model of Valiant, we study the time required in the worst...
We give an on-line deterministic algorithm for the bipartite weighted matching problem that achieve...
Abstract: In this paper, we propose ”stable marriages ” algorithms based on a novel representation c...
[[abstract]]In this paper, Tseng and Lee's parallel algorithm to solve the stable marriage prolem is...
[[abstract]]In this paper a parallel algorithm to solve the stable marriage problem is given. The wo...
[[abstract]]In this paper a parallel algorithm to solve the stable marriage problem is given. The wo...
This paper describes two parallel algorithms for the stable marriage problem implemented on a MIMD p...
[[abstract]]Previous research work on parallel sorting and merging is reviewed. The topics covered i...
We give an O(n^3 √logn) time algorithm for the optimal stable marriage problem. This algorithm finds...
Research on stable marriage problems has a long and mathematically rigorous history, while that of e...
In an instance of the stable marriage problem of size n, n men and n women each ranks members of the...
Abstract. We consider the problem of sorting n numbers that contain only k distinct values. We prese...
In this paper the well-known Stable Marriage Problem is considered once again. The name of this pro...
We consider a two-sided market under incomplete preference lists with ties, where the goal is to fin...
We give the first efficient parallel algorithms for solving the arrangement problem. We give a deter...
AbstractUsing the parallel comparison tree model of Valiant, we study the time required in the worst...
We give an on-line deterministic algorithm for the bipartite weighted matching problem that achieve...
Abstract: In this paper, we propose ”stable marriages ” algorithms based on a novel representation c...
[[abstract]]In this paper, Tseng and Lee's parallel algorithm to solve the stable marriage prolem is...
[[abstract]]In this paper a parallel algorithm to solve the stable marriage problem is given. The wo...
[[abstract]]In this paper a parallel algorithm to solve the stable marriage problem is given. The wo...
This paper describes two parallel algorithms for the stable marriage problem implemented on a MIMD p...
[[abstract]]Previous research work on parallel sorting and merging is reviewed. The topics covered i...
We give an O(n^3 √logn) time algorithm for the optimal stable marriage problem. This algorithm finds...
Research on stable marriage problems has a long and mathematically rigorous history, while that of e...
In an instance of the stable marriage problem of size n, n men and n women each ranks members of the...
Abstract. We consider the problem of sorting n numbers that contain only k distinct values. We prese...
In this paper the well-known Stable Marriage Problem is considered once again. The name of this pro...
We consider a two-sided market under incomplete preference lists with ties, where the goal is to fin...
We give the first efficient parallel algorithms for solving the arrangement problem. We give a deter...
AbstractUsing the parallel comparison tree model of Valiant, we study the time required in the worst...
We give an on-line deterministic algorithm for the bipartite weighted matching problem that achieve...
Abstract: In this paper, we propose ”stable marriages ” algorithms based on a novel representation c...