臺灣博碩士論文加值系統

本論文的主要目的,在決定具第一類對合且特徵值不為2的有限維單純代
數上,由投射元 所生成之子空間的結構,並由此得到一個關於具有對合之
半質環上對稱元所滿足之多線性 廣義多項式的定理.

Let R be a finite--dimensional central simple C-algebra with
involution * of the first kind and characteristic of R does not
equal to 2. In this paper we decide the C-subspace spanned by
all projections. As a consequence we obtain a theorem
concerning about power reduction property for generalized
identities of symmetric elements in 2-torsion free semiprime
ring with involution.