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Preserving T-Transitivity
Gaspar Mayor, Jordi Recasens
79 - 87
10.3233/978-1-61499-696-5-79
Frontiers in Artificial Intelligence and Applications
Volume 288: Artificial Intelligence Research and Development
Abstract

This contribution deals with the problem of aggregating T-equivalence relations, in the sense that we are looking for functions that preserve reflexivity, symmetry and transitivity with respect to a given t-norm T. Under any extra condition on the t-norm, we obtain a complete description of those functions in terms of that we call T-triangular triplets.

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