On the propagation of local errors in a primitive equations model
On the propagation of local errors in a primitive equations model is a scholarly work, published in 1972 in ''Atmosphere''. The main subjects of the publication include barotropic fluid, mathematics, climate change, root mean square, square root, amplitude, mean squared error, statistics, biological function, geology, constant, initial value problem, geodesy, meteorology, and numerical weather prediction. The root mean square error computed over the entire forecast area, on the other hand, is found to remain nearly constant for the first 24 hours and to increase systematically thereafter, with a doubling time of 5 days.