• Group and Polynomial Identities in Group Rings.
• Asymptotic Methods and Representation Theory in the investigation of PI-Algebras endowed with an involution or a G-grading.
• Arithmetic of modular group algebras: computation of the principal Lie parameters and of the corresponding parameters for the unit group.
• Dimension and Lie dimension subgroups. Polynomial ideals in group rings and corresponding subgroups. Connections with the Modular Isomorphism Problem.
• Restricted Lie algebras. Lie properties of restricted universal enveloping algebras.
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