Omid Zahiri

most citedPseudo Equality Algebras -- Revision

2 citations · 2 across the 4 of their papers we have counts for

collaborators

4 papers

math.AC2016

On epicomplete $M V$ -algebras

Anatolij Dvurečenskij, Omid Zahiri

The aim of the paper is to study epicomplete objects in the category of $M V$ -algebras. A relation between injective $M V$ -algebras and epicomplete $M V$ -algebras is found, an equival…

math.AC2014

Some results on $L$ -complete lattices

Anatolij Dvurečenskij, Omid Zahiri

The paper deals with special types of $L$ -ordered set, $L$ -fuzzy complete lattices, and fuzzy directed complete posets (fuzzy $d c p o$ s). First, a theorem for constructing monotone m…

math.AC2014★ 2 cited

Pseudo Equality Algebras -- Revision

Anatolij Dvurečenskij, Omid Zahiri

Recently Jenei introduced a new structure called equality algebras which is inspired by ideas of BCK-algebras with meet. These algebras were generalized by Jenei and Kóródi to pseu…

math.GR2014

$L$ -Ordered and $L$ -Lattice Ordered Groups

R. A. Borzooei, A. Dvurečenskij, O. Zahiri

This paper pursues an investigation on groups equipped with an $L$ -ordered relation, where $L$ is a fixed complete complete Heyting algebra. First, by the concept of join and meet…

On epicomplete MV-algebras

Some results on L-complete lattices

Pseudo Equality Algebras -- Revision

L-Ordered and L-Lattice Ordered Groups

On epicomplete $M V$ -algebras

Some results on $L$ -complete lattices

$L$ -Ordered and $L$ -Lattice Ordered Groups