Publications by Thomas Quint

• "The Core of an M-Sided Assignment Game," Games and Economic Behavior 3, pp. 487-503 (1991).
  
  
• "Characterization of Cores of Assignment Games," International Journal of Game Theory 19, pp. 413-420 (1991).
  
  
• "Necessary and Sufficient Conditions for Balancedness in Partitioning Games," Mathematical Social Sciences 22, pp. 87-91 (1991).
  
  
• "The Shapley Value of Resale-Proof Trades," with Luis Quintas, Economics Letters 46, pp. 11-21 (1994).
  
  
• "The Lattice of Core Submatchings in a Two-Sided Matching Market," Mathematics of Operations Research 19, No. 3, pp. 603-617 (1994).
  
  
• "Sphere of Influence Graphs: Edge Density and Clique Size," with T.S. Michael, Mathematical and Computer Modelling 20, No. 7, pp. 19-24 (1994).
  
  
• "Sphere of Influence Graphs: A Survey," with T.S. Michael, Congressus Numerantium 105, pp. 153-160 (1994).
  
  
• "On One-sided vs. Two-sided Matching Games," Games and Economic Behavior 16, pp. 124-134 (1996).
  
  
• "Restricted Houseswapping Games," Journal of Mathematical Economics 27, pp. 451-470 (1997).
  
  
• "Dumb Bugs vs. Bright Noncooperative Players: A Comparison," with Martin Shubik and Dicky Yan, in Understanding Strategic Interaction: Essays in Honor of Reinhard Selten, ed. W. Albers et al., Springer Verlag: Berlin, pp. 185-197 (1997).
  
  
• "A Theorem on the Number of Nash Equilibria in a Bimatrix Game," with Martin Shubik, International Journal of Game Theory 26, pp. 353-359 (1997).
  
  
• "ASPEN: A Microsimulation Model of the Economy," with Nipa Basu and Richard Pryor, Computational Economics 12, pp. 223-241 (1998).
  
  
• "Sphere of Influence Graphs in General Metric Spaces," with T.S. Michael, Mathematical and Computer Modelling 29, pp. 45-53 (1999).
  
  
• "The Core of Endo-Status Games and One-to-One Ordinal Preference Games," with Martin Shubik, Mathematical Social Sciences 41, pp. 89-102 (2001).
  
  
• "Measures of Powerlessness in Simple Games", Theory and Decision 50, pp. 367-383 (2001).
  
  
• "On the Shapley-Scarf Economy: The Case of Multiple Types of Indivisible Good," with Hideo Konishi and Jun Wako, Journal of Mathematical Economics 35, pp. 1-15 (2001).
  
  
• "Games of Status", with Martin Shubik, Journal of Public Economic Theory 3 (4), pp. 349-372 (2001).
  
  
• "A Bound on the Number of Nash Equilibria in a Coordination Game", with Martin Shubik, Economics Letters 77, pp. 323-327 (2002).
  
  
• "Sphere of Influence Graphs and the L-Infinity Metric", with TS Michael, Discrete Applied Mathematics 127, pp. 447-460 (2003).
  
  
• "Two Examples in a Market with Two Types of Indivisible Good", with Jun Wako, Journal of the Operations Research Society of Japan 46 (1), pp. 54-65 (2003).
  
  
• "On Houseswapping, the Strict Core, Segmentation, and Linear Programming", with Jun Wako, Mathematics of Operations Research 29 (4), pp. 861-877 (2004).
  
  
• "On the Inference of Semi-Coherent Structures from Data", with Dean Judson and Sitadri Bagchi, Computers and Operations Research 32, pp. 2853-2874 (2005).
  
  
• "A Consumable Money: An Elementary Discussion of Commodity Money, Fiat Money, and Credit, Part 1", with Martin Shubik, ICFAI Journal of Monetary Economics 3 (1), pp. 6-42 (2005).
  
  
• "Gold, Fiat, and Credit: An Elementary Discussion of Commodity Money, Fiat Money, and Credit, Part 2", with Martin Shubik, ICFAI Journal of Monetary Economics 3 (2), pp. 6-50 (2005).
  
  
• "Optimal Strategies for Node Selection Games on Oriented Graphs:  Skew Matrices and Symmetric Games", with TS Michael, Linear Algebra and its Applications 412, pp. 77-92 (2006).
  
  
• "Sphericity, Cubicity, and Edge Clique Covers of Graphs", with TS Michael, Discrete Applied Mathematics 154, pp. 1309-1313 (2006).
  
  
• "A New Rating System for Duplicate Bridge", Linear Algebra and its Applications 422, pp. 236-249 (2007).
  
  
• "Monopolistic and Oligopolistic Banking:  An Elementary Discussion of Commodity Money, Fiat Money, and Credit, Part 3 ", with Martin Shubikl, accepted for publication, ICFAI Journal of Monetary Economics.