Search for: [Abstract = "This resulted in the formulation of a family of methods which combine some features of the original Fedorov method and, at the same time, possess global convergence properties. The most important, a novel relaxation algorithm RATO \(Relaxation Algorithm for T\-Optimality\) is presented and its convergence in a finite number of steps is proved. Moreover, a thorough analysis of additional numerical problems associated with the RATO scheme is presented, including a proposition of appropriate regularization for non\-smooth functions being optimized. The proposed solutions have been tested on practical process engineering examples, i.e., chemical kinetics or air pollution modelling, thereby indicating their potential applications in numerous disciplines."]

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