GRICE E FILIPPIS

  L. Carini, V. De Filippis, Commutators with power central values on a Lie ideal, Pacific Journal of Mathematics 193(2) (2000), 296-278. 2. V. De Filippis, Left annihilators of commutators with derivation on right ideals, Communica- tions in Algebra 31(10) (2003), 5003-5010. 3. V. De Filippis, O.M. Di Vincenzo, Posner’s second theorem, multilinear polynomials and vanishing derivations, Journal of Australian Mathematical Society 76 (2004), 357-368. 4. V. De Filippis, An Engel condition with generalized derivations on multilinear polynomials, Israel Journal of Mathematics 162 (2007), 93-108 5. E. Albas, N. Argac, V. De Filippis, Generalized derivations with Engel conditions on one-sided ideals, Communications in Algebra 36(6) (2008), 2063-2071. 3  6. V. De Filippis, O.M. Di Vincenzo, C.Y. Pan, Quadratic central differential identities on a multilinear polynomial, Communications in Algebra 36(10) (2008), 3671-3681. 7. V. De Filippis,Generalized derivations with Engel condition on multilinear polynomials, Israel Journal of Mathematics 171(1) (2009), 325-348. 8. V. De Filippis, Annihilators of power values of generalized derivations on multilinear polyno- mials, Bulletin Australian Math. Soc. 80 (2009), 217-232. 9. V. De Filippis, Generalized Derivations as Jordan Homomorphisms on Lie Ideals and Right Ideals, Acta Mathematica Sinica 25(12) (2009), 1965-1974. 10. V. De Filippis, Product of generalized derivations on polynomials in prime rings, Collectanea Mathematica 61(3) (2010), 303-322. 11. B. Dhara, V. De Filippis, R.K. Sharma, Generalized derivations and left multipliers on Lie ideals, Aequationes Mathematicae 81 (2011), 251-261. 12. A. Ali, S. Ali, V. De Filippis, Nilpotent and invertible values in semiprime rings with Gener- alized Derivations, Aequationes Mathematicae 82 (2011), 123-134. 13. V. De Filippis, O.M. Di Vincenzo, Vanishing derivations and centralizers of generalized deriva- tions on multilinear polynomials, Communications in Algebra 40(6) (2012), 1918-1932. 14. V. De Filippis, F. Wei, Posner’s second theorem for skew derivations on multilinear polynomials on left ideals, Houston Journal of Mathematics 38(2) (2012), 373-395. 15. E. Albas, N. Argac, V. De Filippis, C. Demir, Generalized skew derivations with invertible values on multilinear polynomials, Communications in Algebra 40(11) (2012), 4042-4059. 16. V. De Filippis, G. Scudo, Strong commutativity and Engel condition preserving maps in prime and semiprime rings, Linear and Multilinear Algebra 61(7) (2013), 917-938. 17. V. De Filippis, A. Fosner, F. Wei, Identities with Generalized Skew Derivations on Lie Ideals, Algebras and Representations Theory 16(4) (2103), 1017-1038. 18. A. Ali, V. De Filippis, F. Shujat, On One Sided Ideals of a Semiprime Ring with Generalized Derivations, Aequationes Mathematicae 85(3) (2013), 529-537. 19. V. De Filippis, G. Scudo, Hypercommuting values in associative rings with unity, Journal of the Australian Math. Society 94(2) (2013), 181-188. 20. A. Ali, S. Ali, V. De Filippis, Generalized skew derivations with nilpotent values in prime rings, Communications in Algebra 42(4) (2014), 1606-1618. 21. V. De Filippis, O.M. Di Vincenzo, Hypercentralizing generalized skew derivations on left ideals in prime rings, Monatshefte fur Mathematik 173(3) (2014), 315-341. 22. A. Ali, V. De Filippis, F. Shujat, Commuting Values of Generalized Derivations on Multilinear Polynomials, Communications in Algebra 42(9) (2014), 3699-3707. 23. V. De Filippis, Generalized skew derivations as Jordan homomorphisms on multilinear poly- nomials, Journal of Korean Math. Soc. 52/1 (2015), 191-207. 24. V. De Filippis, O.M. Di Vincenzo, Generalized Skew Derivations on Semiprime Rings, Linear Multilinear Algebra 63/5 (2015), 927-939. 25. V. De Filippis, S. Huang, Power-commuting skew derivations on Lie ideals, Monatshefte fur Mathematik 177/3 (2015), 363-372. 4  26. V. De Filippis, L. Oukhtite, Generalized Jordan semiderivations in prime rings, Canadian Math. Bulletin 58 (2015), 263-270. 27. V. De Filippis, Annihilators and power values of generalized skew derivations on Lie ideals, Canadian Math. Bulletin 59/2 (2016), 258-270. 28. A. Ali, V. De Filippis and S. Khan, Power Values of Generalized derivations with annihilator conditions in prime rings, Communications in Algebra 44/7 (2016), 2887-2897. 29. L. Carini, V. De Filippis, G. Scudo, Identities with product of generalized skew derivations on multilinear polynomials, Communications Algebra 44/7 (2016), 3122-3138. 30. V. De Filippis, Engel-type conditions involving two generalized skew derivations in prime rings, Communications in Algebra 44/7 (2016), 3139-3152. 31. V. De Filippis, G. Scudo, Subsets with generalized derivations having nilpotent values on Lie ideals, Communications in Algebra 44/9 (2016), 4073-4087. 32. V. De Filippis, Rather large subsets and vanishing generalized derivations on multilinear poly- nomials, Communications in Algebra 45/6 (2017), 2377-2393. 33. L. Carini, V. De Filippis, F. Wei, Annihilating Co-commutators with Generalized Skew Deriva- tions on Multilinear Polynomials, Communications Algebra 45/12 (2017), 5384-5406. 34. N. Baydar Yarbil, V. De Filippis, A quadratic differential identity with skew derivations, Communications Algebra 46/1 (2018), 205-216. 35. L. Carini, V. De Filippis, G. Scudo, Vanishing and cocentralizing generalized derivations on Lie ideals, Communications Algebra 46/10 (2018), 4292-4316. 36. E. Albas, N. Argac, V. De Filippis and C. Demir, An Engel condition with generalized skew derivations on multilinear polynomials, Linear Multilinear Algebra 66/10 (2018), 1925-1938. 37. V. De Filippis, F. Wei, An Engel condition with X-Generalized Skew Derivations on Lie ideals, Communications Algebra 46(12) (2018), 5433-5446. 38. R. K. Sharma, B. Dhara, V. De Filippis, C. Garg, A result concerning nilpotent values with generalized skew derivations on Lie ideals, Communications Algebra 46/12 (2018), 5330-5341. 39. V. De Filippis, F. Wei, b-generalized skew derivations on Lie ideals, Mediterr. Journal of Math. 15/2 (2018), article number 65 (https://doi.org/10.1007/s00009-018-1103-2). 40. M. Ashraf, V. De Filippis, S.A. Pary, S.K. Tiwari, Derivations vanishing on commutator identity involving generalized derivation on multilinear polynomials in prime rings, Commu- nications Algebra 47/2 (2019), 800-813. 41. V. De Filippis, B. Dhara, Generalized Skew-Derivations and Generalization of Homomorphism Maps in Prime Rings, Comm. Algebra 47/8 (2019), 3154-3169. 42. V. De Filippis, F. Shujat, S. Khan, Generalized derivations with nilpotent, power-central and invertible values in prime and semiprime rings, Communications in Algebra 47/8 (2019), 3025- 3039. 43. B. Dhara, V. De Filippis, Engel conditions of generalized derivations on left ideals and Lie ideals in prime rings, Comm. Algebra 48/1 (2020), 154-167. 44. C. Demir, N. Argac, V. De Filippis, A quadratic generalized differential identity on Lie ideals in prime rings, Linear Multilinear Algebra 68(9) (2020), 1835-1847. 5  45. N. Argac, V. De Filippis, Power-central values and Engel conditions in prime rings with gen- eralized skew derivations, Mediterranean Journal of Math. 18/3 (2021), article number 82. 46. V. De Flippis, G. Scudo, F. Wei, b-Generalized Skew Derivations on multilinear polynomials in prime rings, Proceedings of INdAM Workshop ”Polynomial Identities in Algebras” Roma 16-20 settembre 2019, Springer Indam Series 44 (2021), 109-138.