Heymann et al. (2023): Advanced error modeling and Bayesian uncertainty quantification in mechanistic liquid chromatography modeling

Heymann, W.; Glaser, J.; Schlegel, F.; Johnson, W.; Rolandi, P.; von Lieres, E.: Advanced error modeling and Bayesian uncertainty quantification in
mechanistic liquid chromatography modeling
, Journal of Chromatography A 1708 (2023): 464329.

Bill has analyzed root causes of non-Gaussian sources of uncertainty. A Bayesian approach allows to propagate the impacts of uncertainty across four levels of parameter estimation using chromatogram data under bypass, non-pore penetrating, pore-penetrating, and binding conditions. The method is demonstratet using synthetic and industrial process data.

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