1. Structure theory of central simple Zd-graded algebras
- Author
-
Cemal Koç, Yosum Kurtulmaz, Doğuş Üniversitesi, Fen Edebiyat Fakültesi, Matematik Bölümü, TR45948, and Kurtulmaz, Yosum
- Subjects
Pure mathematics ,Jordan algebra ,Unity ,General Mathematics ,Clifford Cebiri ,Clifford algebra ,Subalgebra ,ω-Clifford algebra ,Central simple graded algebra ,Graded Lie algebra ,Algebra ,Clifford Algebra ,Classification of Clifford algebras ,Teklik ,Differential graded algebra ,Aşmaçlı Cebir ,Algebra representation ,Graded Algebra ,Primitive dth root of unity ,Central simple algebra ,Central simple graded algebra,primitive dth root of unity,w-Clifford algebra ,Mathematics - Abstract
This paper investigates the structure theory of Zd-central simple graded algebras and gives the complete decomposition into building block algebras. The results are also applied to generalized Clifford algebras, which are motivating examples of Zd-central simple graded algebras.
- Published
- 2014