Bonds between L-fuzzy contexts over different structures of truth-degrees

Abstract

We consider the problem of bonds between L-fuzzy contexts over different complete residuated lattices. For this purpose we define (l, k)-connection and dual (l, k)-connection - pairs of mappings between the residuated lattices based on Krupka's results on factorizations of complete residuated lattices. We show that the bonds defined using the dual (l, k)-connection have very natural properties.