Derive relationships of y(T) = f(y(0)) from a change function at
t=p, given t = 1,2,...,p-1,p,p+1,....,T-1,T.
Let assume the y value exists from t = 1, ..., T. Under this condition we can calculate relationship of yr = f(y) as long as yı = f(yo) known to be exists. However, for further calculation we assume that the ye+1 = f(y) relations change att = p, where 1 <p <T. This relationship shows as follows: for 1 st<p Yt+1 t = 1, 2,...,(p-1),p, (p + 1), ..., (T - 1),T for p stst ay + b, cy: +d,
Let assume the y value exists from t = 1, ..., T. Under this condition we can calculate relationship of yr = f(y) as lon
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Let assume the y value exists from t = 1, ..., T. Under this condition we can calculate relationship of yr = f(y) as lon
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