Key points are not available for this paper at this time.
Given a well-behaved real function Y of a real random variable X and the first two or three moments of X , expressions are derived for the moments of Y as linear combinations of powers of the point estimates y(x + ) and y(x - ) , where x + and x - are specific values of X . Higher-order approximations and approximations for discontinuous Y using more point estimates are also given. Second-moment approximations are generalized to the case when Y is a function of several variables.
Emilio Rosenbluéth (1975) studied this question.