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Citation Number 4

Downloands 8

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Generalized derivations centralizing on Jordan ideals of rings with involution

2014

Journal:

Turkish Journal of Mathematics

Author:

DOI:

10.3906/mat-1203-14

Abstract:

A classical result of Posner states that the existence of a nonzero centralizing derivation on a prime ring forces the ring to be commutative. In this paper we extend Posner's result to generalized derivations centralizing on Jordan ideals of rings with involution and discuss the related results. Moreover, we provide examples to show that the assumed restriction cannot be relaxed.

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Turkish Journal of Mathematics

Field : Fen Bilimleri ve Matematik

Journal Type : Uluslararası

Metrics

Article : 2.274

Cite : 712

2023 Impact : 0.039

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Endnote

Generalized derivations centralizing on Jordan ideals of rings with involution

2014

Journal:

Turkish Journal of Mathematics

Author:

DOI:

10.3906/mat-1203-14

Abstract:

Keywords:

Citation Owners

Attention!
To view citations of publications, you must access Sobiad from a Member University Network. You can contact the Library and Documentation Department for our institution to become a member of Sobiad.

Off-Campus Access
If you are affiliated with a Sobiad Subscriber organization, you can use Login Panel for external access. You can easily sign up and log in with your corporate e-mail address.

Similar Articles

Turkish Journal of Mathematics

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User Guide

Menu

Mendeley

Endnote

Generalized derivations centralizing on Jordan ideals of rings with involution

2014

Journal:

Turkish Journal of Mathematics

Author:

DOI:

10.3906/mat-1203-14

Abstract:

Keywords:

Citation Owners

Attention! To view citations of publications, you must access Sobiad from a Member University Network. You can contact the Library and Documentation Department for our institution to become a member of Sobiad.

Off-Campus AccessIf you are affiliated with a Sobiad Subscriber organization, you can use Login Panel for external access. You can easily sign up and log in with your corporate e-mail address.

Similar Articles

Turkish Journal of Mathematics

Metrics

Attention!
To view citations of publications, you must access Sobiad from a Member University Network. You can contact the Library and Documentation Department for our institution to become a member of Sobiad.

Off-Campus Access
If you are affiliated with a Sobiad Subscriber organization, you can use Login Panel for external access. You can easily sign up and log in with your corporate e-mail address.