We define the Lukasiewicz Transform as a residuated map and a homomorphism between semimodules over the semiring reducts of an MV-algebra. Then we describe the “ Lukasiewicz Transform Based” ( LTB) algorithm for image processing. We also propose a strong extension of such concepts and results in the framework of quantales and quantale modules. 1 The Lukasiewicz transform and its applications Th...

$r$-module. in this paper, we explore more properties of $max$-injective modules and we study some conditions under which the maximal spectrum of $m$ is a $max$-spectral space for its zariski topology.

In this paper, we introduce generalized connectivity in L-fuzzy topological spaces by à Lukasiewicz logic and prove K. Fan’s theorem.

Abstract In this research, fuzzy linear regression (FLR) method combined with three well-known implications was implemented for evaluating the relation among amount of fly ash in concrete mixture and compressive strength concrete. More specifically, 267 experimental data 40 which were used testing validation process subjected to FLR calculating truth values, indicated degree how outputs belong ...

While collaborating with instrumentalists on concerts of music with an interactive real-time computer component, not as a composer but as a technological co-performer, it has been regularly necessary for me to update the technology used. This need stems partially from the rapid obsolescence of both hardware and software technology: compositions that were created only a decade ago often need to ...

Many composers today are using control voltage to MIDI converters and laptop computers running algorithmic composition software to create interactive instruments and responsive environments. Using an integrated device that combines the two devices at the performance would reduce latency, improve system stability, and reduce setup complexity. Composers and performers, however, have chosen not to...

In [8] (1920), Lukasiewicz introduced a 3-valued propositional calculus with one designated truth-value and later in [9], Lukasiewicz and Tarski generalized it to an m-valued propositional calculus (where m is a natural number or ^ 0 ) with one designated truth-value. For the original 3-valued propositional calculus, an axiomatization was given by Wajsberg [16] (1931). In a case of m Φ ^0> Ross...

In the present paper, a partial order on a non- Archimedean fuzzymetric space under the  Lukasiewicz t-norm is introduced and fixed point theoremsfor single and multivalued mappings are proved.