Unknown

Dataset Information

0

Roughness in lattice ordered effect algebras.


ABSTRACT: Many authors have studied roughness on various algebraic systems. In this paper, we consider a lattice ordered effect algebra and discuss its roughness in this context. Moreover, we introduce the notions of the interior and the closure of a subset and give some of their properties in effect algebras. Finally, we use a Riesz ideal induced congruence and define a function e(a, b) in a lattice ordered effect algebra E and build a relationship between it and congruence classes. Then we study some properties about approximation of lattice ordered effect algebras.

SUBMITTER: Xin XL 

PROVIDER: S-EPMC4134886 | biostudies-other | 2014

REPOSITORIES: biostudies-other

Similar Datasets

| S-EPMC4128116 | biostudies-literature
| S-EPMC2654345 | biostudies-literature
| S-EPMC5908362 | biostudies-literature
| S-EPMC7594165 | biostudies-literature
| S-EPMC6195581 | biostudies-literature
| S-EPMC6934717 | biostudies-literature
| S-EPMC7392287 | biostudies-literature
| S-EPMC3325926 | biostudies-literature
| S-EPMC6217931 | biostudies-literature
| S-EPMC6095917 | biostudies-literature