Title of article :
A cubic set discussed in incline algebraic sub–structure
Author/Authors :
Manokaran ، Surya PG and Research Department of Mathematics - Muthurangam Government Arts College (Autonomus) , Muralikrishna ، Prakasam PG and Research Department of Mathematics - Muthurangam Government Arts College (Autonomus) , Edalatpanah ، Ahmad Department of Applied Mathematics - Ayandegan Institute of Higher Education , Goudarzi Karim ، Ramin Department of CIS, Alabama - Stillman College
Abstract :
An effective and flexible method for encoding ambiguous data is using cubic sets. The concept of incline algebraic sub-structure is considered and is interlinked with the notation of the cubic set to define cubic subincline. The sense of cubic sub incline of algebra is established with relevant results. Additionally, the results such as homomorphic image, preimage, cartesian product and level sets of cubic sub incline are worked out in this study, and several of its associated findings were looked into.
Keywords :
Incline algebra , cubic sets , cubic subincline , image and preimage , Cartesian product
Journal title :
Journal of Fuzzy Extension and Applications
Journal title :
Journal of Fuzzy Extension and Applications
