0.0091
= 0.0081
£
@ 0.007
|
|
a MLE
|
B 0.006}
0.005| ff
0.004
—
0.008 0.01 0.012 0.014 0.016
Expectation‘ (cSv/y)
Figure D-3. The standard deviation (SD), denoted OXB
in Eq.
function of the corresponding Expectation, denoted (X|f) in Eq.(
these quantities are normalized by t¢ 1/2 and byt, respectively, eval
linear for given ¢t, which is useful in numerical calculations (as de
the text), but they are rather nonlinearly related to 8.
REFERENCES
Bogen, Kenneth T. (1992), RiskQ: An Interactive Approach to Probabdity,
Uncertainty, and Statistics for Use with Mathematica, Reference Ma
Lawrence Livermore National Laboratory, Livermore, CA, UCRL-M
Wol:: un, Stephen (1991), Mathematica (Addison-Wesley Publishing
Company,Inc.) The Advanced Book Program, Second Edition.
D-8
LA Recvced