Abstract
We show a result of approximation in law of the $d$-parameter fractional Brownian sheet in the space of the continuous functions on $[0,T]^d$. The construction of these approximations is based on the functional invariance principle.
Citation
Xavier Bardina. Carme Florit. "Approximation in law to the $d$-parameter fractional Brownian sheet based on the functional invariance principle." Rev. Mat. Iberoamericana 21 (3) 1037 - 1052, December, 2005.
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