Global Stochastic Optimization with Low-Dispersion Point Sets
Operations Research
IEEE Transactions on Information Theory
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This article develops fundamental theory related to the use of simulation-based nonadaptive random search as a means of optimizing a function that can be expressed as an expectation. Our results establish rates of convergence that express the trade-off between exploration and estimation, and fully characterize the limit distributions that arise. Our rates of convergence results should be viewed as a baseline against which to compare more intelligent algorithms.