Turkish Journal of Mathematics
Abstract
We study the strongly semicommutative properties relative to a monoid crossed product. The concept of strongly $CM$-semicommutative rings is introduced and investigated. Many results related to semicommutative properties over polynomial rings, skew polynomial rings, monoid rings, and skew monoid rings are extended and unified.
DOI
10.3906/mat-1701-24
Keywords
Monoid crossed products, strongly $CM$-semicommutative rings, strongly $M$-semicommutative rings
First Page
774
Last Page
785
Recommended Citation
ZHAO, L, & WEI, J (2018). Strongly $CM$-semicommutative rings. Turkish Journal of Mathematics 42 (3): 774-785. https://doi.org/10.3906/mat-1701-24
