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XIII: 02, 4-21, LNM 721 (1979)

**CHATTERJI, Shrishti Dhav**

Le principe des sous-suites dans les espaces de Banach (Banach space valued random variables)

The ``principle of subsequences'' investigated in the author's paper 604 says roughly that any suitably bounded sequence of r.v.'s contains a subsequence which in some respect ``looks like'' a sequence of i.i.d. random variables. Extensions are considered here in the case of Banach space valued random variables. The paper has the character of a preliminary investigation, though several non-trivial results are indicated (one of them in the Hilbert space case)

Keywords: Subsequences

Nature: Original

Retrieve article from Numdam

Le principe des sous-suites dans les espaces de Banach (Banach space valued random variables)

The ``principle of subsequences'' investigated in the author's paper 604 says roughly that any suitably bounded sequence of r.v.'s contains a subsequence which in some respect ``looks like'' a sequence of i.i.d. random variables. Extensions are considered here in the case of Banach space valued random variables. The paper has the character of a preliminary investigation, though several non-trivial results are indicated (one of them in the Hilbert space case)

Keywords: Subsequences

Nature: Original

Retrieve article from Numdam