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Symbol | Description | Symbol | Description |
E1, E2, .. | Events in a decision structure | ENGS | Expected net gain of sampling |
EVPI | Expected value of perfect information | EVSI | Expected value of sample information |
e | (1) Tolerable error level; used
in establishing required sample size
(2) Base of natural logarithms |
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Error term in regression analysis |
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Error term in two-factor analysis of variance | ![]() |
Error in forecasting using exponential smoothing |
F | F statistics; used in analysis of variance | ![]() |
Critical value for the F-statistics
(random variable); represents the value exceeded 1- ![]() (see F- table) |
Ft | Forecast value for period t; used in exponential smoothing | f | Frequency of observations falling into a particular class interval |
f(x) | Function f used to represent the height of the density curve (taht is, f(x) is the probability density function of the random variable X) | f1, f2, f3,.. | Class frequencies for successive class intervals of a frequency distribution; used in calculating sample mean or standard deviation with grouped data |
fa, fe, | Actual and expected class frequencies
used in calculating the test statistics ![]() |
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Smoothing parameter for trend in two-parameter exponential smoothing |
H0 | Null hypothesis | Ha | Alternate hypothesis |
I | Value of an index number | It | Irregular component of classical time series model |
i | (1) Subscripts in a summation ( ![]()
(2) Index to elements in a series |
j | Used to represents subscripts in
a double summation:
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Lj | Lower limit of class interval | ![]() |
Logarithm
to base 10 of ![]() ![]() |
![]() lambda |
Mean rate at which events occur in a Poisson process | ![]() |
Mean arrival and service rates used in queuing applications |