@article{Jaiyeola_David_Oyebola_2021, title={New algebraic properties of middle Bol loops II}, volume={40}, url={https://www.revistaproyecciones.cl/index.php/proyecciones/article/view/3694}, DOI={10.22199/issn.0717-6279-2021-01-0006}, abstractNote={<p><em>A loop (Q, ยท, \, /) is called a middle Bol loop (MBL) if it obeys the identity x(yz\x)=(x/z)(y\x). To every MBL corresponds a right Bol loop (RBL) and a left Bol loop (LBL). In this paper, some new algebraic properties of a middle Bol loop are established in a different style. Some new methods of constructing a MBL by using a non-abelian group, the holomorph of a right Bol loop and a ring are described. Some equivalent necessary and sufficient conditions for a right (left) Bol loop to be a middle Bol loop are established. A RBL (MBL, LBL, MBL) is shown to be a MBL (RBL, MBL, LBL) if and only if it is a Moufang loop.</em></p>}, number={1}, journal={Proyecciones (Antofagasta, On line)}, author={Jaiyeola, Temitope Gbolahan and David, S. P. and Oyebola, O. O.}, year={2021}, month={Jan.}, pages={85-106} }