@article{Romanenko_Kornilovska_2019, title={On the Accuracy of Error Propagation Calculations by Analytic Formulas Obtained for the Inverse Transformation}, volume={64}, url={https://ujp.bitp.kiev.ua/index.php/ujp/article/view/2019302}, DOI={10.15407/ujpe64.3.217}, abstractNote={<p>The accuracy of error propagation calculations is estimated for the transformation x → y = f(x) of the normally distributed random variable x. The estimation is based on the formulas for the error propagation obtained for the inverse transformation y → x of the normally distributed random variable y. In the general case, the calculation accuracy for the mean value and the variance of the random variable y is shown to be of the first order of magnitude in the variance of the random variable x.</p>}, number={3}, journal={Ukrainian Journal of Physics}, author={Romanenko, V. I. and Kornilovska, N. V.}, year={2019}, month={Apr.}, pages={217} }