Publication Date

8-1-1999

Degree Program

Department of Mathematics and Computer Science

Degree Type

Master of Science

Abstract

In this thesis, a stochastic version of the Richardson's arms race model is developed through the method of birth-death processes. The expected value of the model is explored and shown to be analogous to the original deterministic arms race model. The numerical method of randomization is then expanded and applied to the stochastic model. A comparison is then made between outcomes of the deterministic and stochastic models.

Disciplines

Mathematics

Included in

Mathematics Commons

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