A Spatial Model of International Conflict
- 1 December 1986
- journal article
- Published by Cambridge University Press (CUP) in American Political Science Review
- Vol. 80 (4) , 1131-1150
- https://doi.org/10.2307/1960860
Abstract
The model presented here assumes that nations initiate conflict to change the international status quo across one or more issues to an outcome they prefer. Their preferences for different issue outcomes are represented by a classical spatial utility function. International coalitions are formed both to enhance the chance of a successful challenge and to counter existing challenges. Disputes are modeled as periods of competition between two coalitions through the recruitment of additional members, erosion of support for the opposing coalition and escalation of the crisis. The two-nation model is analyzed in detail, and the existence of the core for the resulting game is proved. The two main conclusions of the two-nation model are that nations have a general incentive to exaggerate their issue positions in disputes and that the possibility of issue trades enhances the likelihood of compromise.Keywords
This publication has 14 references indexed in Scilit:
- A Continuous-Outcome Expected Utility Theory of WarJournal of Conflict Resolution, 1985
- The War Trap Revisited: A Revised Expected Utility ModelAmerican Political Science Review, 1985
- A Spatial Model of Crisis BargainingInternational Studies Quarterly, 1984
- The Theory of Games and the Problem of International CooperationAmerican Political Science Review, 1983
- How a War EndsJournal of Conflict Resolution, 1979
- Institutional Arrangements and Equilibrium in Multidimensional Voting ModelsAmerican Journal of Political Science, 1979
- The Competitive Solution for N-Person Games Without Transferable Utility, With an Application to Committee GamesAmerican Political Science Review, 1978
- Reexamination of the perfectness concept for equilibrium points in extensive gamesInternational Journal of Game Theory, 1975
- An Expository Development of a Mathematical Model of the Electoral ProcessAmerican Political Science Review, 1970
- The Utility Analysis of Choices Involving RiskJournal of Political Economy, 1948