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Exact(13)
The cosmos will accept only positive orders.
We consider univariate distributions with finite moments of all positive orders.
Moreover, all random variables considered have finite moments of all positive orders.
Let X∼F on ({mathbb {R}}) have a positive density function f and finite moments of all positive orders.
Let X∼F on ({mathbb {R}}) have a density function f and finite moments of all positive orders.
Therefore the non-centered differences (9) can be used only for non-integer positive orders α and for odd integer values of α.
Similar(47)
Positivity with a positive vision is the positive order of the day.
This positive "order flow", as it is called, is valuable evidence of buying pressure that is visible only to the dealer.Any such pressure will eventually be reflected in a stronger currency.
This is because CO, C3H6 have negative order kinetics and C2H6 has positive order kinetics.
This asymptotic representation is held in the sense of 1-asymptotic expansions of certain positive order.
We prove that the processes (V^{i}_{t}) have bounded moments of any positive order.
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