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Rehman Nadeem ur
Professor
PhD


E-mail:
Keywords: Prime ring, semiprime rings, Lie ideal, Automorphism, derivations, Jordan derivations, generalized derivations, Functional identities.
UDC: 512.552

Subject:

Algebra, Ring Theory


Main publications:
  1. Vincenzo De Filippis and Nadeem ur Rehman, “Commutativity and skew-commutativity conditions with generalized derivations”, Algebra Colloquium, 17:Spec 1 (2010), 841–850
  2. Nadeem ur Rehman and Vincenzo De Filippis, “On $n$-commuting and $n$-skew-commuting maps with generalized derivations in semiprime rings”, Siberian Mathematical Journal, 52:3 (2011), 516–523
  3. M. Ashraf, Nadeem ur Rehman, Shakir Ali and M. Rehman, “On generalized (,)-derivations in semiprime rings with involution”, Math. Slovaca, 62:3 (2012), 451–460
  4. Nadeem ur Rehman, Abu Zaid Ansari, “On Lie ideals and generalized Jordan left derivations of prime rings”, Ukrainian Mathematical Journal, 65:8 (2013), 1118–1125
  5. Nadeem ur Rehman, “On Lie ideals and generalized Jordan left derivations of prime rings”, Hacettepe Journal of Mathematics and Statistics, 42:6 (2013), 641–651

Publications in Math-Net.Ru

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