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Deformed exponential bundle: the linear growth case

1 September 2017
L. Montrucchio
Giovanni Pistone
ArXiv (abs)PDFHTML
Abstract

Vigelis and Cavalcante extended the Naudts' deformed exponential families to a generic reference density. Here, the special case of Newton's deformed logarithm is used to construct an Hilbert statistical bundle for an infinite dimensional class of probability densities.

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