Bibliographic Details
| Title: |
Interval valued Picture Fuzzy Almost Bi-Quasi-Interior Ideals in Semigroups. |
| Authors: |
Khamrot, Pannawit1 pk_g@rmutl.ac.th, Iampan, Aiyared2 aiyared.ia@up.ac.th, Gaketem, Thiti3 thiti.ga@up.ac.th |
| Source: |
IAENG International Journal of Applied Mathematics. Feb2026, Vol. 56 Issue 2, p777-783. 7p. |
| Subjects: |
Ideals (Algebra), Semigroups (Algebra), Fuzzy sets, Mathematics |
| Abstract: |
Ideal theory plays a significant role in the study of various algebraic structures. The notion of an almost ideal in semigroups was first introduced by Grosek and Stako in 1980 as a generalization of the classical ideal. Later, in 2021, T. Gaketem extended this concept by defining interval-valued fuzzy almost (m, n)-ideals in semigroups. Building on these developments, the present paper introduces the concept of interval valued picture fuzzy almost bi-quasi-interior ideals in semigroups. We establish fundamental properties of these new structures and explore the relationships between almost bi-quasi-interior ideals and their interval valued picture fuzzy counterparts within semigroups. [ABSTRACT FROM AUTHOR] |
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| Database: |
Engineering Source |
