monotonic decreasing function

monotonic decreasing function

[‚män·ə¦tän·ik di¦krēs·iŋ ′fəŋk·shən]
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In fact, this property holds when the pdf of [t.sub.R] is monotonic decreasing function. We present generalized theorem about it later.
It appears that the ordering of the within-condition variances was a monotonic decreasing function of signal probability.
If we assume that [Epsilon]([Omega]) is a monotonic decreasing function of [Omega] then [Epsilon] is a monotonic increasing function of L, that is R[prime]u[prime]/u[up arrow] (as a function of L).
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