Variabili casuali deboli
Separabilità di per spazi riflessivi, misura gaussiana
Following H. Sato - Y. Okazaky we will prove that: if is a topological vector space, locally convex and reflexive, and is a gaussian measure on , then is separable.
Qualche risultato sui processi stocastici generalizzati, e debolmente stazionari
By using convolution, we will give a theorem about density of «usual» processes in the space of generalized stochastic processes. An integration theorem is given also. At last, some example.
Relazioni fra statistiche sufficienti in presenza di una statistica sufficiente minimale
In this paper the A. finds out necessary and sufficient conditions for the existence, or non existence, of a minimal sufficient statistics between general probability spaces. The method used here comes out from the study of the relations, in the range, between sufficient statistics and from the study of the -algebras induced by them.
Separabilità di per spazi riflessivi, misura gaussiana
Following H. Sato - Y. Okazaky we will prove that: if is a topological vector space, locally convex and reflexive, and is a gaussian measure on , then is separable.
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