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The implied default probability and its fractional cumulative are given by a (fat tail) Weibull probability distribution with an increasing over time concave hazard rate: h_{H}(t) = frac{mu t^{1-H}}{Gamma 2-H }. (25).
The probability of default and its cumulative are then: left{ begin{array}{ll} f_{H}(t)= frac{mu t^{1-H}}{Gamma 2-H)} exp left(-frac{mu t^{2-H}}{Gamma 2-H)}right), 1-F_{H}(t)=exp left -frac{mu t^{2-H}}{Gamma(3-H)}right).
Similar(58)
In subsection (a), the word "cumulative" is omitted as surplus.
The book's form, fragmented and yet sequential and cumulative, is expressive in itself.
An error of 10.72% over the cumulative is recorded.
Generally, cumulative indexes are not compressed.
The cumulative effects are astounding.
The cumulative effect is astonishing.
The cumulative energy is terrific.
The cumulative effect is devastating.
The cumulative weight was obliterating.
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