European Journal of Molecular & Clinical Medicine
2515-8260
7
8
2020
12
19
A Comparitive Study on Differentiation and Automorphisms of Algebras
2540
2545
4667
EN
Munajat
Mubaraq
FacultyofBusiness Administration, Universitas Brawijaya, Malang, Indonesia
B. Mahaboob, M. Rajaiah , C. Narayana ,
V.B.V.N. Prasad , K. Prasad , Y. Hari Krishna
India
Journal Article
2020
12
19
This research article explores on metric, normal and division algebras and one of the objectives of this talk is to establish a fact that R, C and H are normal algebras .In this paper an innovative proof of a proposition namely “the metric algebra H2 is a normed algebra”, has been proposed. Besides a specific formula is evaluated for every differentiation of algebra. Furthermore an attempt has been made to present some fundamental characteristic properties of Cayley Algebra.The concepts namely doubling of algebras, metric algebras are discussed in an innovative way so that it shows a path to young researchers. They can have a glance on their future research by thinking over the phenomena namely structural constants of a Lie Algebra and the representation of the Lie Algebra by generators and relations.
https://ejmcm.com/article_4667_bd9fb7a8baf0fc63d526f1c24e4346d6.pdf