Abstract
We establish sharp asymptotics for the Lp-norm of Hermite polynomials and prove convergence in distribution of suitably normalized Wick powers. The results are combined with numerical integration to study an extremal problem on Wiener chaos.
Citation
Lars Larsson-Cohn. "Lp-norms of Hermite polynomials and an extremal problem on Wiener chaos." Ark. Mat. 40 (1) 133 - 144, April 2002. https://doi.org/10.1007/BF02384506
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