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Exact(1)
All of them by increasing b have monotonically decreasing character.
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The function M it is monotonically increasing because η 2 is monotonically decreasing.
Thus, (F ( X_{k} )) is monotonically decreasing.
(mathrm{NEMS}) is strictly monotonically decreasing.
(2) They are both monotonically decreasing.
Furthermore, the sequence is monotonically decreasing in.
(mathrm{NEGD}) is strictly monotonically decreasing.
Note that (12) is monotonically decreasing (c.f.
implies that is strictly monotonically decreasing.
(ii) Eventually they are both monotonically decreasing.
Therefore the distribution is monotonically decreasing.
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