@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 the- ory. The results will hold for Lie algebras as well. 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} }