摘要

In this paper we construct a kernel estimator of a periodic signal when the observation follows the model d zeta(t) = f (t)dt + sigma(t)dW(t), where f, sigma : R -> R are continuous periodic and {W-t, t >= 0} is a Brownian motion. We state its consistency as well as the asymptotic normality.

  • 出版日期2013-2

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