ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS
ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS
Let R be a prime ring with char(R) 6= 2 and σ, τ be commuting endomorphisms of R. In the present paper we show that under certain conditions on R every Jordan (σ, τ)-higher derivation on R is a (σ, τ)-higher derivation on R.
Keywords:
derivation higher derivation, Jordan (σ, τ)-higher derivation,
- ISSN: 1306-6048
- Yayın Aralığı: Yılda 2 Sayı
- Başlangıç: 2007
- Yayıncı: Abdullah HARMANCI
Sayıdaki Diğer Makaleler
HOPF MODULES AND THE FUNDAMENTAL THEOREM FOR HOPF (CO)QUASIGROUPS
ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS
Mohammad Ashraf, Almas Khan, Claus Haetinger
WEAK GORENSTEIN GLOBAL DIMENSION
IDEALS AND OVERRINGS OF DIVIDED DOMAINS
HOM-ALTERNATIVE ALGEBRAS AND HOM-JORDAN ALGEBRAS
HOM-BIALGEBRAS AND COMODULE HOM-ALGEBRAS
WHEN IS THE SET OF INTERMEDIATE RINGS A FINITE BOOLEAN ALGEBRA