(2) The lattice of all fuzzy (left, right) ideals with same tip “t”, of a ring R is modular, this generalizes the main theorem in Ajmal and Thomas (1995).

We prove that a special class of fuzzy ideals forms a modular sublattice of the lattice of fuzzy ideals of a ring.

The main goal of this paper is to apply the method of extension of fuzzy connectives proposed in our previous work for fuzzy implications valued on a bounded ...

Fuzzy ideals of a ring were first introduced by Liu[15]. Ali and Ray[8] studied the concepts of fuzzy sublattices and fuzzy ideals of a lattice. The notions ...

These fuzzy sets turn out to be identical and provide a universal construction of a fuzzy ideal generated by a given fuzzy set in a ring R, and provide the ...

The lattice of L-ideals of a ring is modular. In this paper, we extend the notion of a tip-extended pair of fuzzy subgroups to L-ideals of a ring. · The lattice ...

On the lattice of fuzzy ideals of a ring. By Zhang Q. Meng G. ·, Vol. 112, Iss. 2, 2000-06 ,pp. : ; Non-distributivity of the lattice of fuzzy ideals of a ring.

The properties and lattice structures of generated fuzzy ideals in semiring are studied, and some perfect results are obtained. 1 Citation.

The set of all fuzzy ideals ϑ(R) of a ring R is a complete lattice under fuzzy set inclusion, where the infimum and supremum of a family of fuzzy ideals of R ...

Ideals in atomic posets · Sublattices of associahedra and permutohedra · The lattice of fuzzy (left, right) ideals of a ring is modular.