Jul 27, 2018 · The present work aims at investigating maximal filter and its topological properties in lattice implication algebras (LIAs).
The present work aims at investigating maximal filter and its topological properties in lattice implication algebras (LIAs). To begin with, the maximal ...
The present work aims at investigating maximal filter and its topological properties in lattice implication algebras (LIAs). To begin with, the maximal ...
Oct 22, 2024 · The notion of a fantastic filter in a lattice implication algebra is introduced, and the relations among filter, positive implicative filter, and fantastic ...
A maximal consistent theory is a maximal theory with respect to its consistency. The present paper is divided into two parts. The first one is devoted to ...
In this paper, we define two types of maximal filters in triangle algebras. The concepts of the radical of a triangle algebra and radical of an interval ...
Jul 19, 2023 · In any distributive lattice, every maximal filter F is prime, i.e., if a∨b∈F, then a∈F or b∈F. Note that in your example, the filter Fπ is ...
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Several equivalent conditions for filters are given, and the definition of obstinate filters is introduced. Obstinate filters, maximal implicative filters ...
The concept of -fuzzy implicative filters of lattice implication algebras is introduced and some of its related properties are investigated.
INTRODUCTION. In this paper we are concerned with the study of prime and maximal filters in a boolean algebra or a distributive lattice in an arbitrary ...