In this note we shall be concerned with some schematic extensions of MTL: in particular IMTL, Łukasiewicz logic, and BL. Their equivalent algebraic semantics ...
Abstract. The rotation of the product t-norm provides the tool to show that Łukasiewicz logic cannot be axiomatised as an extension of MTL by means of any set ...
Aguzzoli S., Ferraioli A. R., Gerla B. A note on minimal axiomatisations of some extensions of MTL // Fuzzy Sets and Systems. 2014. Vol. 242. pp. 148-153.
Apr 25, 2024 · A note on minimal axiomatisations of some extensions of MTL. Fuzzy Sets Syst. 242: 148-153 (2014). [c1]. view. electronic edition via DOI ...
... MTL and BL are distinguishable in the implication-free fragment. ... A note on minimal axiomatisations of some extensions of MTL. Article. May 2014; FUZZY SET ...
Stefano Aguzzoli, Anna Rita Ferraioli, Brunella Gerla: A note on minimal axiomatisations of some extensions of MTL, Fuzzy Sets and Systems, 242, pp. 148-153 ...
A note on minimal axiomatisations of some extensions of MTL. Fuzzy Sets Syst ... Normal forms and free algebras for some extensions of MTL. Fuzzy Sets ...
A note on minimal axiomatisations of some extensions of MTL. Fuzzy Sets and Systems, 242: 148-153 (2014). B. Gerla, C. Russo, L. Spada. Representation of ...
In this work we focus on cancellative hoops and we use them to build up some classes of MTL-algebras, giving a common framework to old and new results. Indeed, ...
Those axiomatic extensions of the monoidal t-norm based logic MTL which are minimally many-valued, that is, those logics extending MTL such that any further ...
Missing: note | Show results with:note