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Random Measure Algebras under Convolution

  • Author(s): Park, Jason Hong Jae
  • Advisor(s): Rao, Malempati M
  • et al.
Abstract

In this thesis, we investigate a convolution product between random measures. The key importance of convolution is the convolution product of random measures is again the random measure. Since the operation is closed, a ring structure of random measures can be built. The covariance function of the random measure plays a key role in this research since each random measure has its corresponding covariance function.

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