Papers by Saidur R Barbhuiya
Present study is intended to cover situation of college libraries in the Barak Valley, Assam in t... more Present study is intended to cover situation of college libraries in the Barak Valley, Assam in terms of status of collection, services offered, staff position, automation status, e-resources availability and user’s satisfaction. The position of services of college libraries during the pandemic situation is also highlighted. The findings revealed that the selected college libraries of Barak Valley have very limited print and electronic resources. In addition, the library services provided by the selected colleges are deplorable. Particularly, during the physical closer of libraries only one library provided online searching facility of subscribed electronic resources through log-in ID and password from remote sites
Advanced Trends in Mathematics, 2015
The aim of this paper is to introduced the notion of t-intuitionisticfuzzy subalgebra and t-intui... more The aim of this paper is to introduced the notion of t-intuitionisticfuzzy subalgebra and t-intuitionistic fuzzy normal subalgebra of BG-algebras.We state and prove some theorems in t-intuitionistic fuzzy subalgebra andt-intuitionistic fuzzy normal subalgebra in BG-algebras. The homomorphicimage and inverse image are investigated in both t-intuitionistic fuzzysubalgebra and normal subalgebras.
New Trends in Mathematical Science, 2016
The concept of intuitionistic fuzzy dot d-ideals in d-algebra is introduced. Intuitionistic fuzzy... more The concept of intuitionistic fuzzy dot d-ideals in d-algebra is introduced. Intuitionistic fuzzy dot subalgebra of d-algebra is defined. Some important results in respect of intuitionistic fuzzy d-ideal, intuitionistic fuzzy dot d-ideals are derived. Effect of Attanasov's operators , ♢ and F α,β on intuitionistic fuzzy dot d-ideals are studied. Some properties of intuitionistic fuzzy dot d-ideals under homomorphism are investigated.
In this paper, we study the effect of model operator α,β,γ,δ,,,ζ in intuitionistic fuzzy BG-algeb... more In this paper, we study the effect of model operator α,β,γ,δ,,,ζ in intuitionistic fuzzy BG-algebras and the the effect of model operator α,β,γ,δ,,,ζ in homomorphism of intuitionistic fuzzy BG-algebras and obtained some interesting properties. 2010 AMS Classification: 06F35, 03E72, 03G25
The aim of this paper is to introduce the concept of 2;2 _q)-fuzzy ideals of BG-algebra with resp... more The aim of this paper is to introduce the concept of 2;2 _q)-fuzzy ideals of BG-algebra with respect to t-norm and derive
some interesting result.
The aim of this paper is to study the properties of t-cut set, strong t-cut set, t-quasi-cut set... more The aim of this paper is to study the properties of t-cut set, strong t-cut set, t-quasi-cut set, strong t-quasi-cut set and $\in \vee q $-cut set of a fuzzy set $ \mu$. For any intuitionistic fuzzy $ A=< \mu_A,\nu_A> $ and $ \alpha , \beta \in [ 0 , 1]$, we define upper $ (\alpha , \beta) $ cut set $ A_{(\alpha , \beta)}$, strong upper $ (\alpha , \beta) $ cut set $ A_{\textsubdot{$(\alpha , \beta)$}} $, lower $ (\alpha , \beta) $ cut set $ A^{(\alpha , \beta)}$, strong lower $ (\alpha , \beta) $ cut set $ A^{\textsubdot{$(\alpha , \beta)$}} $, upper $ (\alpha , \beta) $-quasi-cut set $ A_{<\alpha , \beta>}$, strong upper $ (\alpha , \beta) $-quasi-cut set $ A_{\textsubdot{$<\alpha , \beta>$}} $, lower $ (\alpha , \beta) $-quasi-cut set $ A^{<\alpha , \beta>}$, strong lower $ (\alpha , \beta) $-quasi-cut set $ A^{\textsubdot{$<\alpha , \beta>$}} $ and $\in \vee q $-cut set.
The aim of this paper is to study the properties of t-cut set, strong t-cut set, t-quasi-cut set... more The aim of this paper is to study the properties of t-cut set, strong t-cut set, t-quasi-cut set, strong t-quasi-cut set and $\in \vee q $-cut set of a fuzzy set $ \mu$. For any intuitionistic fuzzy $ A=< \mu_A,\nu_A> $ and $ \alpha , \beta \in [ 0 , 1]$, we define upper $ (\alpha , \beta) $ cut set $ A_{(\alpha , \beta)}$, strong upper $ (\alpha , \beta) $ cut set $ A_{\textsubdot{$(\alpha , \beta)$}} $, lower $ (\alpha , \beta) $ cut set $ A^{(\alpha , \beta)}$, strong lower $ (\alpha , \beta) $ cut set $ A^{\textsubdot{$(\alpha , \beta)$}} $, upper $ (\alpha , \beta) $-quasi-cut set $ A_{<\alpha , \beta>}$, strong upper $ (\alpha , \beta) $-quasi-cut set $ A_{\textsubdot{$<\alpha , \beta>$}} $, lower $ (\alpha , \beta) $-quasi-cut set $ A^{<\alpha , \beta>}$, strong lower $ (\alpha , \beta) $-quasi-cut set $ A^{\textsubdot{$<\alpha , \beta>$}} $ and $\in \vee q $-cut set.
The aim of this paper is to introduced the notion of t-intuitionistic fuzzy subalgebra and
t-intu... more The aim of this paper is to introduced the notion of t-intuitionistic fuzzy subalgebra and
t-intuitionistic fuzzy normal subalgebra of BG-algebras. We state and prove some theorems in tintuitionistic
fuzzy subalgebra and t-intuitionistic fuzzy normal subalgebra in BG-algebras. The homomorphic
image and inverse image are investigated in both t-intuitionistic fuzzy subalgebra and
normal subalgebras
The concept of ($\in, \in \vee q$)-interval-valued fuzzy dot d-ideals in d-algebras is introduced... more The concept of ($\in, \in \vee q$)-interval-valued fuzzy dot d-ideals in d-algebras is introduced. Relationship among interval-valued fuzzy d-ideal, interval-valued fuzzy dot d-ideal, ($\in, \in$)-interval-valued fuzzy d-ideal,($\in, \in$)-interval-valued fuzzy dot d-ideal, and ($\in, \in \vee q$)-interval-valued fuzzy dot d-ideals are discussed. Conditions for an interval-valued fuzzy d-ideal to be an $(\in,\in \vee q)$-interval-valued fuzzy dot d-ideals are given. Some properties of interval-valued fuzzy relations and interval-valued fuzzy ideals under homomorphism are investigated.
Here we defined (ε, ε v q) -fuzzy ideal of d-algebra and investigated some of its properties
The aim of this paper is to introduce the notion of Doubt fuzzy ideals of BF -algebra and to
inve... more The aim of this paper is to introduce the notion of Doubt fuzzy ideals of BF -algebra and to
investigate some of their basic properties.
The concept of intuitionistic fuzzy subset was introduced by K.T.Atanassov and the notion of intu... more The concept of intuitionistic fuzzy subset was introduced by K.T.Atanassov and the notion of intuitionistic fuzzy ideals of BG-algebra was developed by A.Zarandi and A.Borumand Saeid in 2005. In this paper, for a set Q, the notion of intuitionistic Q-fuzzy ideals of BG-algebra is introduce and investigate some of their basic properties
In this paper, we introduce the concept of (∈,∈∨q)-intuitionistic fuzzy ideals of BG-algebra and... more In this paper, we introduce the concept of (∈,∈∨q)-intuitionistic fuzzy ideals of BG-algebra and investigate some of their basic properties.
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Papers by Saidur R Barbhuiya
some interesting result.
t-intuitionistic fuzzy normal subalgebra of BG-algebras. We state and prove some theorems in tintuitionistic
fuzzy subalgebra and t-intuitionistic fuzzy normal subalgebra in BG-algebras. The homomorphic
image and inverse image are investigated in both t-intuitionistic fuzzy subalgebra and
normal subalgebras
investigate some of their basic properties.
some interesting result.
t-intuitionistic fuzzy normal subalgebra of BG-algebras. We state and prove some theorems in tintuitionistic
fuzzy subalgebra and t-intuitionistic fuzzy normal subalgebra in BG-algebras. The homomorphic
image and inverse image are investigated in both t-intuitionistic fuzzy subalgebra and
normal subalgebras
investigate some of their basic properties.