FINITE DIFFERENCES
Consider the arguments x0 , x1 , x2
, , xn and the entries y0
, y1 , y2 , , yn . y =f (x) be a function of
x. Let us assume that the values
of x are in increasing order and equally spaced with a space length h. Then the
values of x may be taken to be x0 , x0+h , x0+2h
,.... , x0+nh and the
function assumes the values
f (x0
), f (x0 + h ), f (x 0
+ 2h), , f (x0
+ nh) . Here we study
some of the finite differences of the function y = f ( x)
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