Optimistic optimization of a Brownian

Jean-Bastien Grill, Michal Valko, Remi Munos

Neural Information Processing Systems 

We address the problem of optimizing a Brownian motion. We consider a (random) realization W of a Brownian motion with input space in [0, 1]. Given W, our goal is to return an ε-approximation of its maximum using the smallest possible number of function evaluations, the sample complexity of the algorithm.

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