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Let be a nonnegative random variable.
Let be a nonnegative random variable and a positive number.
Let a be a positive constant and X be a nonnegative random variable.
Let {X n ; n ≥ 1} be a sequence of NQD random variables and let X be a nonnegative random variable.
Let { X n ; n ≥ 1 } be a sequence of random variables, and let X be a nonnegative random variable.
Let X be a nonnegative random variable with distribution F and let its moments grow fast in the sense that m k+1/m k ≥c k+1)2+ε for all large k, where c and ε are positive constants.
Similar(54)
AG inequality:, where is a nonnegative random variable.
Suppose that A is a nonnegative random variable on the probability space ((Omega_{2}, mathcal{F}_{2}, P_{2})).
where T is a nonnegative random variable that takes values t to measure the time spent in a particular state.
The random distance between two points in an original random metric space (briefly, an RM space) is a nonnegative random variable defined on some probability space, similarly, the random norm of a vector in an original random normed space (briefly, an RN space) is a nonnegative random variable defined on some probability space.
(u_{it k)}) is a nonnegative random variable, and it is assumed that it has independent distribution (N u_{it k)},sigma_{u k)}^{2} )) and it measures the technical inefficiency.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com