DCS Technical Reports for 'Dr David F Manlove' ordered by Year. (35)2013The Hospitals / Residents problem with Free PairsKwanashie,A. Manlove,D.F. SoCS Technical Report Series pp 119 Dept of Computing Science, University of Glasgow [More Details]. 2012Paired and Altruistic Kidney Donation in the UK: Algorithms and ExperimentationManlove,D.F. O'Malley,G. DCS Technical Report Series pp 114 Dept of Computing Science, University of Glasgow [More Details]. 2011"Almost stable" matchings in the Roommates problem with bounded preference listsBiro,P. Manlove,D.F. McDermid,E.J. DCS Technical Report Series pp 117 Dept of Computing Science, University of Glasgow [More Details]. 2009Size versus stability in the Marriage problemBiro,P. Manlove,D.F. Mittal,S. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. The College Admissions problem with lower and common quotas Biró,P. Fleiner,T. Irving,R.W. Manlove,D.F. DCS Technical Report Series pp 130 Dept of Computing Science, University of Glasgow [More Details]. Maximum weight cycle packing in optimal kidney exchange programs Biro,P. Manlove,D.F. Rizzi,R. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. Popular matchings in the Marriage and Roommates problems Biro,P. Irving,R.W. Manlove,D.F. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. 2008Finding Large Stable MatchingsIrving,R.W. Manlove,D.F. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. Size Versus Stability in the Marriage Problem Biro,P. Manlove,D.F. Mittal,S. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. Keeping partners together: Algorithmic results for the Hospitals / Residents problem with couples McDermid,E.J. Manlove,D.F. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. 2007Popular Matchings in the Weighted Capacitated House Allocation problemSng,C.T.S. Manlove,D.F. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. A Constraint Programming Approach to the Hospitals / Residents Problem Manlove,D.F. O'Malley,G. Prosser,P. Unsworth,C. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. The Stable Roommates problem with GloballyRanked Pairs Abraham,D.J. Levavi,A. Manlove,D.F. O'Malley,G. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. Approximation algorithms for hard variants of the stable marriage and hospitals/residents problems Irving,R.W. Manlove,D.F. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. 2006The Stable Marriage Problem with Master Preference ListsIrving,R.W. Manlove,D.F. Scott,S. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. Vertex and Edge Covers with Clustering Properties: Complexity and Algorithms Fernau,H. Manlove,D.F. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. Popular Matchings in the Capacitated House Allocation Problem Manlove,D.F. Sng,C.T.S. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. 2005Efficient algorithms for generalised stable marriage and roommates problemsFleiner,T. Irving,R.W. Manlove,D.F. DCS Technical Report Series Dept of Computing Science, University of Glasgow [More Details]. Modelling and solving the stable marriage problem using constraint programming Manlove,D.F. O'Malley,G. DCS Tech Report [More Details]. A Constraint Programming Approach to the Hospitals / Residents Problem Manlove,D.F. O'Malley,G. Prosser,P. Unsworth,C. DCS Tech Report [More Details]. 2004Pareto optimality in the Roommates problemAbraham,D.J. Manlove,D.F. DCS Tech Report pp 116 [More Details]. Two Algorithms for the StudentProject Allocation Problem Abraham,D.J. Irving,R.W. Manlove,D.F. DCS Tech Report [More Details]. 2003The ExchangeStable Marriage ProblemCechlarova,K. Manlove,D.F. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. The StudentProject Allocation Problem Abraham,D.J. Irving,R.W. Manlove,D.F. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. 2002Strong Stability in the Hospitals/Residents ProblemIrving,R.W. Manlove,D.F. Scott,S. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. Approximability results for stable marriage problems with ties Halldorsson,M. Irving,R.W. Iwama,K. Manlove,D.F. Miyazaki,S. Morita,Y. Scott,S. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. 2000The Stable Roommates Problem with TiesIrving,R.W. Manlove,D.F. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. On the Approximability of the Maximum Induced Matching Problem Duckworth,W. Manlove,D.F. Zito,M. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. 1999Hard Variants of Stable MarriageManlove,D.F. Irving,R.W. Iwama,K. Miyazaki,S. Morita,Y. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. The Structure of Stable Marriage with Indifference Manlove,D.F. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. Stable Marriage with Ties and Unacceptable Partners Manlove,D.F. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. 1998Minimaximal and maximinimal optimisation problems: a partial orderbased approachManlove,D.F. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. 1997The bchromatic number of a graphIrving,R.W. Manlove,D.F. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. On the algorithmic complexity of twelve covering and independence parameters of graphs Manlove,D.F. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. On the 2maximal independence number of a graph Manlove,D.F. DCS Tech Report Dept of Computing Science, University of Glasgow [More Details]. 
