| and Process Control, (2009) | |||||||||||||||||
Abstract | |||||||||||||||||
| Given an involutive negator N and a leftcontinuous t-norm T whose contour line C0 is continuous on]0,1], we build a rotationinvariant t-norm from a rescaled version of T and its left, right and front rotation. Depending on the involutive negator N and the set of zero divisors of T, some reshaping of the rescaled version of T may occur during the rotation process. The rescaled version of T itself can be understood as the β-zoom of the newly constructed rotation-invariant t-norm, with β the unique fixpoint of N. | |||||||||||||||||
Details der Publikation | |||||||||||||||||
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