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ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS

Yıl 2010, Cilt: 8 Sayı: 8, 65 - 79, 01.12.2010

Mohammad Ashraf Almas Khan Claus Haetinger

Öz

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.

Anahtar Kelimeler

derivation higher derivation Jordan (σ τ)-higher derivation

Yıl 2010, Cilt: 8 Sayı: 8, 65 - 79, 01.12.2010

Mohammad Ashraf Almas Khan Claus Haetinger

Öz

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Ayrıntılar

Diğer ID JA37HF47RN
Bölüm Makaleler
Yazarlar

Mohammad Ashraf Bu kişi benim

Almas Khan Bu kişi benim

Claus Haetinger Bu kişi benim

Yayımlanma Tarihi 1 Aralık 2010
Yayımlandığı Sayı Yıl 2010 Cilt: 8 Sayı: 8

Kaynak Göster

APA Ashraf, M., Khan, A., & Haetinger, C. (2010). ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS. International Electronic Journal of Algebra, 8(8), 65-79.
AMA Ashraf M, Khan A, Haetinger C. ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS. IEJA. Aralık 2010;8(8):65-79.
Chicago Ashraf, Mohammad, Almas Khan, ve Claus Haetinger. “ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS”. International Electronic Journal of Algebra 8, sy. 8 (Aralık 2010): 65-79.
EndNote Ashraf M, Khan A, Haetinger C (01 Aralık 2010) ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS. International Electronic Journal of Algebra 8 8 65–79.
IEEE M. Ashraf, A. Khan, ve C. Haetinger, “ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS”, IEJA, c. 8, sy. 8, ss. 65–79, 2010.
ISNAD Ashraf, Mohammad vd. “ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS”. International Electronic Journal of Algebra 8/8 (Aralık 2010), 65-79.
JAMA Ashraf M, Khan A, Haetinger C. ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS. IEJA. 2010;8:65–79.
MLA Ashraf, Mohammad vd. “ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS”. International Electronic Journal of Algebra, c. 8, sy. 8, 2010, ss. 65-79.
Vancouver Ashraf M, Khan A, Haetinger C. ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS. IEJA. 2010;8(8):65-79.