KOÇ SÖGÜTCÜ, E. And GÖLBAŞI, Ö. 2021. SOME RESULT ON LIE IDEALS WITH SYMMETRIC REVERSE BI-DERIVATIONS IN SEMIPRIME RINGS I. FACTA UNIVERSITATIS-SERIES MATHEMATICS AND INFORMATICS , vol.36, no.2 , 309-319.

KOÇ SÖGÜTCÜ, E., & GÖLBAŞI, Ö., (2021). SOME RESULT ON LIE IDEALS WITH SYMMETRIC REVERSE BI-DERIVATIONS IN SEMIPRIME RINGS I. FACTA UNIVERSITATIS-SERIES MATHEMATICS AND INFORMATICS , vol.36, no.2, 309-319.

KOÇ SÖGÜTCÜ, EMİNE, And ÖZNUR GÖLBAŞI. "SOME RESULT ON LIE IDEALS WITH SYMMETRIC REVERSE BI-DERIVATIONS IN SEMIPRIME RINGS I," FACTA UNIVERSITATIS-SERIES MATHEMATICS AND INFORMATICS , vol.36, no.2, 309-319, 2021

KOÇ SÖGÜTCÜ, EMİNE K. And GÖLBAŞI, ÖZNUR. "SOME RESULT ON LIE IDEALS WITH SYMMETRIC REVERSE BI-DERIVATIONS IN SEMIPRIME RINGS I." FACTA UNIVERSITATIS-SERIES MATHEMATICS AND INFORMATICS , vol.36, no.2, pp.309-319, 2021

KOÇ SÖGÜTCÜ, E. And GÖLBAŞI, Ö. (2021) . "SOME RESULT ON LIE IDEALS WITH SYMMETRIC REVERSE BI-DERIVATIONS IN SEMIPRIME RINGS I." FACTA UNIVERSITATIS-SERIES MATHEMATICS AND INFORMATICS , vol.36, no.2, pp.309-319.

@article{article, author={EMİNE KOÇ SÖGÜTCÜ And author={ÖZNUR GÖLBAŞI}, title={SOME RESULT ON LIE IDEALS WITH SYMMETRIC REVERSE BI-DERIVATIONS IN SEMIPRIME RINGS I}, journal={FACTA UNIVERSITATIS-SERIES MATHEMATICS AND INFORMATICS}, year=2021, pages={309-319} }