3. Random vectors
Here, we'll be looking more specifically at random variables with values in
, also known as random vectors. Let X be a random vector from (Ω,
, P ) in
. Let
...
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Ongoing reading
Random vectors
References
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(1) - BOULEAU (N.) -
Probabilités de l'ingénieur, variables aléatoires et simulation.
-
Hermann (1986).
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(2) - BOUZITAT (C.), PAGÈS (G.) -
En passant par hasard… Les probabilités de tous les jours.
-
Vuibert (1999).
- ...
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