3. DESCRIPTION OF PROBLEM OR FUNCTION
SOERP computes second-order
error propagation equations for the first four moments of a
function of independently distributed random variables. SOERP was
written for a rigorous second-order error propagation of any
function which may be expanded in a multivariable Taylor series,
the input variables being independently distributed. The required
input consists of numbers directly related to the partial
derivatives of the function, evaluated at the nominal values of
the input variables and the central moments of the input variables
from the second through the eighth.