Correlation over time
timcor.Rd
The correlation coefficient is a quantity that gives the quality of a least squares fitting to the original data. This operator correlates each gridpoint of two fields over all timesteps. With S(x) = {t, i_1(t,x) != missval and i_2(t,x) != missval} it is o(1,x) = Cor{(i_1(t,x), i_2(t,x)), t_1 < t <= t_n} For every gridpoint x only those timesteps t belong to the sample, which have i_1(t,x) != missval and i_2(t,x) != missval.