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Derived Operations In Goguen Categories

By Michael Winter


Goguen categories were introduced in [13] as a suitable categorical description of relations, i.e., of relations taking values from an arbitrary complete Brouwerian lattice instead of the unit interval [0, 1] of the real numbers. In this paper we want to study operations on morphisms of a Goguen category which are derived from suitable binary functions on the underlying lattice of scalar elements, i.e., on the abstract counterpart of L

Year: 2002
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