@article{mcalister_rovira_stitzinger_2019, title={FRATTINI PROPERTIES AND NILPOTENCY IN LEIBNIZ ALGEBRAS}, volume={25}, DOI={10.24330/ieja.504114}, abstractNote={Ideals that share properties with the Frattini ideal of a Leibniz algebra are studied. Similar investigations have been considered in group theory. However most of the results are new for Lie algebras. Many of the results involve nilpotency of these algebras.}, journal={INTERNATIONAL ELECTRONIC JOURNAL OF ALGEBRA}, author={McAlister, Allison and Rovira, Kristen Stagg and Stitzinger, Ernest}, year={2019}, pages={64–76} }
 @article{burch_harris_mcalister_rogers_stitzinger_sullivan_2015, title={2-recognizeable classes of Leibniz algebras}, volume={423}, ISSN={["1090-266X"]}, DOI={10.1016/j.jalgebra.2014.10.039}, abstractNote={We show that for fields that are of characteristic 0 or algebraically closed of characteristic greater than 5, that certain classes of Leibniz algebras are 2-recognizeable. These classes are solvable, strongly solvable and supersolvable. These same results hold in Lie algebras and in general for groups.}, journal={JOURNAL OF ALGEBRA}, author={Burch, Tiffany and Harris, Meredith and McAlister, Allison and Rogers, Elyse and Stitzinger, Ernie and Sullivan, S. McKay}, year={2015}, month={Feb}, pages={506–513} }