’Algorithm Theory - SWAT 2004’ 9th Scandinavian Workshop on Algorithm Theory, Humlebæk, Denmark, July 8-10, 2004. ProceedingsWe propose an approximation algorithm for the problem of finding a maximum stable matching when both ties and unacceptable partners are allowed in preference lists. Our algorithm achieves the approximation ratio (2-c log N/N) for an arbitrarily positive constant c, where N denotes the number of men in an input. This improves the trivial approximation ratio of two
The stable marriage problem is that of matching n men and n women, each of whom has ranked the membe...
We consider variants of the classical stable marriage problem in which preference lists may contain ...
We give an O(n^3 √logn) time algorithm for the optimal stable marriage problem. This algorithm finds...
We consider the problem of finding a stable matching of maximum size when both ties and unacceptable...
In an instance of the stable marriage problem with ties and incomplete preference lists, stable matc...
The problem of finding a largest stable matching where preference lists may include ties and unaccep...
We consider instances of the classical stable marriage problem in which persons may include ties in ...
When ties and incomplete preference lists are permitted in the Stable Marriage problem, stable match...
We consider the problem of computing a large stable matching in a bipartite graph where each vertex ...
The stable marriage problem is a classical matching problem introduced by Gale and Shapley. It is kn...
Abstract. We consider the variant of the classical Stable Marriage prob-lem where preference lists c...
We consider the problem of computing a large stable matching in a bipartite graph G = (A ∪ B, E) whe...
AbstractWhile the original stable marriage problem requires all participants to rank all members of ...
In the stable marriage problem, any instance admits the so-called man-optimal stable matching, in wh...
We study variants of the classical stable marriage problem in which the preferences of the men or th...
The stable marriage problem is that of matching n men and n women, each of whom has ranked the membe...
We consider variants of the classical stable marriage problem in which preference lists may contain ...
We give an O(n^3 √logn) time algorithm for the optimal stable marriage problem. This algorithm finds...
We consider the problem of finding a stable matching of maximum size when both ties and unacceptable...
In an instance of the stable marriage problem with ties and incomplete preference lists, stable matc...
The problem of finding a largest stable matching where preference lists may include ties and unaccep...
We consider instances of the classical stable marriage problem in which persons may include ties in ...
When ties and incomplete preference lists are permitted in the Stable Marriage problem, stable match...
We consider the problem of computing a large stable matching in a bipartite graph where each vertex ...
The stable marriage problem is a classical matching problem introduced by Gale and Shapley. It is kn...
Abstract. We consider the variant of the classical Stable Marriage prob-lem where preference lists c...
We consider the problem of computing a large stable matching in a bipartite graph G = (A ∪ B, E) whe...
AbstractWhile the original stable marriage problem requires all participants to rank all members of ...
In the stable marriage problem, any instance admits the so-called man-optimal stable matching, in wh...
We study variants of the classical stable marriage problem in which the preferences of the men or th...
The stable marriage problem is that of matching n men and n women, each of whom has ranked the membe...
We consider variants of the classical stable marriage problem in which preference lists may contain ...
We give an O(n^3 √logn) time algorithm for the optimal stable marriage problem. This algorithm finds...