Some results on ideals of semiprime rings with multiplicative generalized derivations
Let R be a semiprime ring and I a nonzero ideal of R. A map F: R→ R is called a
multiplicative generalized derivation if there exists a map d: R→ R such that F (xy)= F (x) y+ …
multiplicative generalized derivation if there exists a map d: R→ R such that F (xy)= F (x) y+ …
Some results on ideals of semiprime rings with multiplicative generalized derivations
E Koç, Ö Gölbaşı - COMMUNICATIONS IN ALGEBRA, 2018 - avesis.cumhuriyet.edu.tr
Let R be a semiprime ring and I a nonzero ideal of R. A map F: RR is called a multiplicative
generalized derivation if there exists a map d: RR such that F (xy)= F (x) y+ xd (y), for all x …
generalized derivation if there exists a map d: RR such that F (xy)= F (x) y+ xd (y), for all x …
Some results on ideals of semiprime rings with multiplicative generalized derivations
E Koç, Ö Gölbaşi - Communications in Algebra, 2018 - ingentaconnect.com
Let R be a semiprime ring and I a nonzero ideal of R. A map F: R→ R is called a
multiplicative generalized derivation if there exists a map d: R→ R such that F (xy)= F (x) y+ …
multiplicative generalized derivation if there exists a map d: R→ R such that F (xy)= F (x) y+ …