Mathematical Models of a Three-Nation Arms Race
Three models of a three-nation arms race are presented: an all-against-all model, a model in which two nations are allied against the third, and a model in which one of the nations has a secret alliance with the other two. In the all-against-all situation, the model predicts an infinitely explosive arms race as each country fears an alliance of the other two. In the two-sided alliance, the model predicts that there will be an mitial increase until the weaker side approaches parity, after which there will be a mutual deescalation. If one nation signs secret treaties with each of the others, then it immediately deescalates. The other two nations then enter a two-sided arms race in which there will be an initial increase until the weaker nation reaches parity followed by mutual deescalation. These models suggest that two-way arms races would not infinitely escalate if it were not for the fear of third party alliances.
Year of publication: |
1980
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Authors: | Hunter, John E. |
Published in: |
Journal of Conflict Resolution. - Peace Science Society (International). - Vol. 24.1980, 2, p. 241-252
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Publisher: |
Peace Science Society (International) |
Saved in:
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