Andrea Mesiarová‐Zemánková
Abstract
Class of k-Lipschitz t-conorms is shown to have no strongest element for k > 1. Pointwise supremum of the class of k-Lipschitz t-conorms is introduced and the best approximation of this supremum by k-Lipschitz t-conorm is constructed.
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Class of k-Lipschitz t-conorms is shown to have no strongest element for k > 1. Pointwise supremum of the class of k-Lipschitz t-conorms is introduced and the best approximation of this supremum by k-Lipschitz t-conorm is constructed.
Key concepts: Lipschitz continuity, Infimum and supremum, Pointwise, Mathematics, Class (philosophy), Element (criminal law), Pure mathematics, Discrete mathematics