February 2018
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407 Reads
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Publications (11)
February 2018
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106 Reads
February 2018
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114 Reads
February 2018
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78 Reads
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1 Citation
February 2018
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161 Reads
February 2018
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81 Reads
February 2018
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111 Reads
March 2016
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252 Reads
January 2016
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93 Reads
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2 Citations
In this paper we introduce the notation of symmetric skew 4-derivation of Semiprime ring and we consider R be a non-commutative 2, 3-torsion free semi prime ring, I be a non zero two sided ideal of R, a; be anautomorphism of R, and D:R4→ R be a symmetric skew 4-derivation associated with the automorphism a. If f is trace of D such that [f(x), a(x)] ∈ Z for all x∈I, then [f(x), a(x)] =0, for all x∈I.
September 2015
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9 Reads
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1 Citation
International Journal of Mathematics Trends and Technology
Citations (3)
... Relationship between derivations and reverse derivations with examples were given by [13]. Recently there has been a great deal of work done by many authors on commuting and centralizing mappings on prime rings and semiprime rings, see ([4], [5], [6], [9], [10]). In [2] studied the notion of a * -derivation of . ...
- Citing Article
- Full-text available
January 2016
... Golbasi [5] extended some well known results concerning derivations of prime rings to the generalized derivations and a nonzero left ideal of a prime ring which is semi prime as a ring. Jaya Subba Reddy et.al [7,8] studied centralizing and commutating left generalized derivation on prime ring is commutative. Afrah Mohammad Ibraheem [1] studied right ideal and generalized reverse derivation on prime rings is commutative. ...
- Citing Article
- Full-text available
September 2015
International Journal of Mathematics Trends and Technology
... Jaya Subba Reddy et.al. [8][9][10][11] have proved some results of generalized reverse derivations on prime rings, Centralizing and commuting left generalized derivations on Prime Rings, Homomorphism or Anti-homomorphism of left (α, 1)derivations in Prime rings and (α,1) reverse derivations on prime near-rings. Oukhtite et.al. ...
- Citing Article
- Full-text available
February 2015
Bulletin of Mathematical Sciences and Applications