Exact(2)
The concept of complete convergence for sums of independent and identically distributed random variables was introduced by Hsu and Robbins [1] as follows: A sequence of random variables { X n } is said to be completely to a constant c if ∑ n = 1 ∞ P ( | X n − c | > ϵ ) < ∞ for all ϵ > 0. This result has been generalized and extended to the random fields { X n, n ∈ Z + d } of random variables.
The heater should take up one third of the cages bottom and be completely to one side not in the middle.
Similar(58)
"Russia is completely to blame.
Here, the uncontroverted evidence is completely to the contrary.
They are completely to blame for this fallout".
I will be completely different to Nigel".
It would be completely meaningless to you.
You will be completely forced to grow.
He is assumed to be completely genuine.
It's meant to be completely secret".
It's going to be completely different".
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