BibTex Citation Data :
@article{JM7079, author = {Melly Aziz and Suryoto Suryoto}, title = {KUS-ALJABAR DAN ASPEK ALJABAR TERKAIT}, journal = {Jurnal Matematika}, volume = {3}, number = {2}, year = {2014}, keywords = {KU-algebra, KUS-algebra, KUS-subalgebra, KUS- ideal, KUS –homomorphism.}, abstract = { A KUS -algebra is a nonempty set with a binary operation and has special element and satisfy the axioms of KUS -algebra. KUS -algebra structure has simialarities with other algebraic structures that KU -algebra. Every KUS -algebra on where then is not a KU -algebra. That the other algebraic structures, KUS -algebra also has substructure called KUS -subalgebra, ideal of KUS -algebra called KUS -ideal and homomorphism of KUS -algebra called KUS-homomorphism. }, url = {https://ejournal3.undip.ac.id/index.php/matematika/article/view/7079} }
Refworks Citation Data :
A KUS-algebra is a nonempty set with a binary operation and has special element and satisfy the axioms of KUS-algebra. KUS-algebra structure has simialarities with other algebraic structures that KU-algebra. Every KUS-algebra on where then is not a KU-algebra. That the other algebraic structures, KUS-algebra also has substructure called KUS-subalgebra, ideal of KUS-algebra called KUS-ideal and homomorphism of KUS-algebra called KUS-homomorphism.
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