$T$-algebras of the monad $L$-Fuzz

Joachim Machner

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Structured lattices and ground categories of $L$ -sets.

Frascella, A., Guido, C. (2005)

International Journal of Mathematics and Mathematical Sciences

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Derived operations in Goguen categories.

Winter, Michael (2002)

Theory and Applications of Categories [electronic only]

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Lattices of fuzzy objects.

Sangalli, Arturo A.L. (1996)

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Joachim Machner (1987)

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A T-partial order obtained from T-norms

Funda Karaçal, M. Nesibe Kesicioğlu (2011)

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A partial order on a bounded lattice $L$ is called t-order if it is defined by means of the t-norm on $L$ . It is obtained that for a t-norm on a bounded lattice $L$ the relation $a ⪯_{T} b$ iff $a = T (x, b)$ for some $x \in L$ is a partial order. The goal of the paper is to determine some conditions such that the new partial order induces a bounded lattice on the subset of all idempotent elements of $L$ and a complete lattice on the subset $A$ of all elements of $L$ which are the supremum of a subset of atoms.

Displaying similar documents to “ T -algebras of the monad L -Fuzz”

Structured lattices and ground categories of L -sets.

Derived operations in Goguen categories.

Lattices of fuzzy objects.

Standard monads

A T-partial order obtained from T-norms

Displaying similar documents to “ $T$ -algebras of the monad $L$ -Fuzz”

Structured lattices and ground categories of $L$ -sets.