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Title: A design criterion for symmetric model discrimination based on flexible nominal sets Authors:  Werner Mueller - Johannes Kepler University Linz (Austria) [presenting]
Radoslav Harman - Comenius University in Bratislava (Slovakia)
Abstract: Experimental design applications for discriminating between models have been hampered by the assumption of knowing beforehand which model is the true one, which is counter to the very aim of the experiment. Previous approaches to alleviate this requirement were either symmetrizations of asymmetric techniques, or Bayesian, minimax, and sequential methods. We present a genuinely symmetric criterion based on a linearized distance between mean value surfaces and the newly introduced tool of flexible nominal sets. We demonstrate the computational efficiency of the approach using the proposed criterion and provide a Monte Carlo evaluation of its discrimination performance based on the likelihood ratio. An application for a pair of competing models in enzyme kinetics is given.