scispace - formally typeset
B

Bijan Davvaz

Researcher at Yazd University

Publications -  606
Citations -  8136

Bijan Davvaz is an academic researcher from Yazd University. The author has contributed to research in topics: Fuzzy logic & Fuzzy set. The author has an hindex of 41, co-authored 568 publications receiving 7317 citations. Previous affiliations of Bijan Davvaz include Tarbiat Modares University & Khon Kaen University.

Papers
More filters
Journal ArticleDOI

Fuzzy H v -groups

TL;DR: The concept of fuzzy subhypergroup of a hypergroup as well as the fuzzy Hv-group is introduced and a fundamental theorem concerning the group H/β∗ is proved.
Journal ArticleDOI

Roughness in modules

TL;DR: The notion of rough submodule with respect to a submodule of an R-module is introduced, which is an extended notion of a sub module in an R -module.
Book

Polygroup Theory And Related Systems

Bijan Davvaz
TL;DR: A Brief Excursion into Group Theory Hypergroups: Definitions and Examples of Hypergroups Some Kinds of Subhypergroups Homomorphism of Hypergroup Regular and Strongly Regular Relations Complete Hypergroups Join Spaces Polygroups: Definition and examples of Polygroups Extensions of polygroups by Polygroups Subpolygroups and Quotient Polygroups Isomorphism Theorem of Poly Groups γ* Relation on Polygroups Generalized Permutation Permutations Polygroups Representation of Polygroup Polygroup Hyperrings Solvable Polygroups Nilpotent Polygroups Weak polygroups: Weak Hyperstruct
Journal ArticleDOI

A new rough set theory: rough soft hemirings

TL;DR: The aim of this paper is to introduce the notion of a rough soft hemiring, which is an extended notion ofa rough hemiring and a soft hemires, and to study roughness in soft hemirings with respect to Pawlak approximation spaces.
Journal ArticleDOI

Roughness based on fuzzy ideals

TL;DR: A relationship between rough sets, fuzzy sets and ring theory is concerns and the notion of fuzzy ideal of a ring is applied for definitions of the lower and upper approximations in a ring.