“…The two nonlinear polynomial models of the second and third order show very close mean squared errors and the values of the normalized ones are close to 1. On the other hand, the third order model shows a non-smooth characteristic, which is a prerequisite for the define of a derivative in a certain region of the this characteristic, which is a premise for the model not to be suitable for use in further studies [6,7,12,13,14]. The shortcomings of the second-order exponential model and the polynomial model from the third order are missing from the second-order polynomial model.…”