# Search results for: Arsham Borumand Saeid

Bulletin of the Section of Logic > 2021 > 50 > 1 > 81-96

Expert Systems > 38 > 2 > n/a - n/a

Fundamenta Informaticae > 2020 > Vol. 174, nr 2 > 137--165

International Journal of Fuzzy Systems > 2019 > 21 > 4 > 1130-1143

Soft Computing > 2019 > 23 > 14 > 5393-5400

*F*is an implication filter of a Hilbert algebra

*H*if and only if every implicative filter of quotient algebra

*H*/

*F*is an implication filter. Finally, we generalized Boolean algebra and introduced a weak implication algebra,...

Soft Computing > 2019 > 23 > 14 > 5289-5305

*EQ*-subalgebras as a generalization of the notation of fuzzy

*EQ*-subalgebras and constructs extendable fuzzy

*EQ*-subalgebras via these concepts. Moreover, by using the fuzzy hyper

*EQ*-filters, it defines a congruence relation on hyper

*EQ*-algebras that under some conditions is strongly regular and the quotient of any hyper

*EQ*-algebra via this...

Soft Computing > 2018 > 22 > 1 > 41-46

*n*elements, $$n\ge 2,$$ n ≥ 2 , identified usually with the set $$ A_{n}=\{0,1,2,\ldots ,n-1\}$$ A n = { 0 , 1 , 2 , … , n - 1 } . Recently, some papers were devoted to the study of the connections between binary block codes and

*BCK*-algebras. These codes are called

*n*-ary...

Telecommunication Systems > 2017 > 65 > 1 > 193-214

International Journal of Fuzzy Systems > 2016 > 18 > 5 > 864-874

Communications in Computer and Information Science > Networked Digital Technologies > Networks > 648-655

Open Mathematics > 2016 > 14 > 1 > 955-969

Fuzzy Information and Engineering > 2015 > 7 > 3 > 291-304

Neural Computing and Applications > 2015 > 26 > 1 > 213-222

Applied Mathematics and Computation > 2014 > 244 > Complete > 514-525

Fuzzy Sets and Systems > 2014 > 236 > Complete > 91-103

Afrika Matematika > 2014 > 25 > 4 > 1197-1210

Journal of the Egyptian Mathematical Society > 2013 > 21 > 1 > 1-2

Mathematics in Computer Science > 2013 > 7 > 3 > 341-352

*BE*-algebras and state some theorems which determine the relationship between these filters and other filters of a

*BE*-algebra and by some examples we show that these notions are different.