Volume : VIII, Issue : I, January - 2019

LEFT JORDAN AND LEFT DERIVATION ON RINGS

Dr Meram Munirathnam, Prof. D. Bharathi

Abstract :

 I.N.Herstein [1] showed that every Jordan derivation on a prime ring not of characteristic 2 is a derivation, and it is proved in [2] that every continuous Jordan derivation on a semi simple banach algea is a derivation. We shall extend these results to the case of ring R which 2x=0  implies x=0  and which has a commutator which is not a zero devisor then every left Jordan derivation on R is a left derivation.

Keywords :

Article: Download PDF   DOI : 10.36106/ijsr  

Cite This Article:

LEFT JORDAN AND LEFT DERIVATION ON RINGS, Dr Meram Munirathnam, Prof. D.Bharathi INTERNATIONAL JOURNAL OF SCIENTIFIC RESEARCH : Volume-8 | Issue-1 | January-2019

Number of Downloads : 482

References :