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

Year 2010, Volume: 8 Issue: 8, 65 - 79, 01.12.2010

Mohammad Ashraf Almas Khan Claus Haetinger

Abstract

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

Year 2010, Volume: 8 Issue: 8, 65 - 79, 01.12.2010

Mohammad Ashraf Almas Khan Claus Haetinger

Abstract

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Details

Other ID JA37HF47RN
Journal Section Articles
Authors

Mohammad Ashraf This is me

Almas Khan This is me

Claus Haetinger This is me

Publication Date December 1, 2010
Published in Issue Year 2010 Volume: 8 Issue: 8

Cite

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. December 2010;8(8):65-79.
Chicago Ashraf, Mohammad, Almas Khan, and Claus Haetinger. “ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS”. International Electronic Journal of Algebra 8, no. 8 (December 2010): 65-79.
EndNote Ashraf M, Khan A, Haetinger C (December 1, 2010) ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS. International Electronic Journal of Algebra 8 8 65–79.
IEEE M. Ashraf, A. Khan, and C. Haetinger, “ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS”, IEJA, vol. 8, no. 8, pp. 65–79, 2010.
ISNAD Ashraf, Mohammad et al. “ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS”. International Electronic Journal of Algebra 8/8 (December 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 et al. “ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS”. International Electronic Journal of Algebra, vol. 8, no. 8, 2010, pp. 65-79.
Vancouver Ashraf M, Khan A, Haetinger C. ON (σ, τ )-HIGHER DERIVATIONS IN PRIME RINGS. IEJA. 2010;8(8):65-79.