World's Best Scientists 2026 revealed!

D-Index & Metrics

Computer Science

D-Index
40
Citations
5648
World Ranking
9405
National Ranking
587

Mathematics

D-Index
40
Citations
5594
World Ranking
2085
National Ranking
138

Overview

David F. Manlove is affiliated with the University of Glasgow in the United Kingdom. Their research spans multiple fields with a focus on computer science, economics, econometrics, and finance. The scholar's work addresses both foundational computational theory and practical applications in management science and operations research.

Their contributions are documented in a range of publication venues, including:

  • arXiv (Cornell University)
  • Discrete Applied Mathematics
  • Computers & Operations Research
  • Lecture Notes in Computer Science
  • University of Glasgow

The scientist's main subfields of study include economics and econometrics, computational theory and mathematics, management science and operations research, artificial intelligence, and public health, environmental and occupational health. Their research topics cover game theory and voting systems, complexity and algorithms in graphs, auction theory and applications, organ donation and transplantation, logic, reasoning and knowledge, renal transplantation outcomes and treatments, as well as optimization and packing problems.

Frequent coauthors in their collaborations include:

  • Maxence Delorme
  • William Pettersson
  • Sergio García
  • Jacek Gondzio
  • Jörg Kalcsics

Recent papers authored or coauthored by David F. Manlove include:

  • "Improved instance generation for kidney exchange programmes" (2022), published in Computers & Operations Research
  • "Super-stability in the student-project allocation problem with ties" (2020), Journal of Combinatorial Optimization
  • "New Algorithms for Hierarchical Optimization in Kidney Exchange Programs" (2023), Operations Research
  • "Student-project allocation with preferences over projects: Algorithmic and experimental results" (2020), Discrete Applied Mathematics
  • "Improving solution times for stable matching problems through preprocessing" (2020), Computers & Operations Research

Best Publications

  • Algorithmics of Matching Under Preferences

    David F Manlove

  • Hard variants of stable marriage

    David F. Manlove;Robert W. Irving;Kazuo Iwama;Shuichi Miyazaki

  • The b-chromatic number of a graph

    Robert W. Irving;David F. Manlove

  • The College Admissions problem with lower and common quotas

    Péter Biró;Tamás Fleiner;Robert W. Irving;David F. Manlove

  • Stable Marriage with Incomplete Lists and Ties

    Kazuo Iwama;Shuichi Miyazaki;David Manlove;Yasufumi Morita

  • Pareto optimality in house allocation problems

    David J. Abraham;Katarína Cechlárová;David F. Manlove;Kurt Mehlhorn

  • Two algorithms for the Student-Project Allocation problem

    David J. Abraham;Robert W. Irving;David F. Manlove

  • The Stable Roommates Problem with Ties

    Robert W. Irving;David F. Manlove

  • The Hospitals/Residents Problem with Ties

    Robert W. Irving;David Manlove;Sandy Scott

  • MAXIMUM WEIGHT CYCLE PACKING IN DIRECTED GRAPHS, WITH APPLICATION TO KIDNEY EXCHANGE PROGRAMS

    Péter Biró;David F. Manlove;Romeo Rizzi

  • The stable marriage problem with master preference lists

    Robert W. Irving;David F. Manlove;Sandy Scott

  • On the approximability of the maximum induced matching problem

    William Duckworth;David F. Manlove;Michele Zito

  • “Almost stable” matchings in the roommates problem

    David J. Abraham;Péter Biró;David F. Manlove

  • Popular matchings in the marriage and roommates problems

    Péter Biró;Robert W. Irving;David F. Manlove

  • Modelling and optimisation in European Kidney Exchange Programmes

    Péter Biró;Joris van de Klundert;David F. Manlove;William Pettersson

  • Approximability results for stable marriage problems with ties

    Magnús M. Halldórsson;Robert W. Irving;Kazuo Iwama;David F. Manlove

  • The structure of stable marriage with indifference

    David F. Manlove

  • Student-Project Allocation with preferences over Projects

    David F. Manlove;Gregg O'Malley

  • Stable marriage with ties and bounded length preference lists

    Robert W. Irving;David F. Manlove;Gregg O'Malley

  • Strong Stability in the Hospitals/Residents Problem

    Robert W. Irving;David Manlove;Sandy Scott

  • Almost stable matchings in the roommates problem

    David J. Abraham;Péter Biro;David F. Manlove

Frequent Co-Authors

Robert W. Irving
Robert W. Irving University of Glasgow
Jacek Gondzio
Jacek Gondzio University of Edinburgh
Kazuo Iwama
Kazuo Iwama Kyoto University
Shuichi Miyazaki
Shuichi Miyazaki University of Tsukuba
Henning Fernau
Henning Fernau University of Trier
Tuomas Sandholm
Tuomas Sandholm Carnegie Mellon University
Nicole Immorlica
Nicole Immorlica Microsoft (United States)
Günter Rote
Günter Rote Freie Universität Berlin
Kurt Mehlhorn
Kurt Mehlhorn Max Planck Institute for Informatics
Monique Laurent
Monique Laurent Centrum Wiskunde & Informatica

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