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math.RA2014★ 2 cited
The maximal dimension of unital subalgebras of the matrix algebra
A. L. Agore
Using Wederburn's main theorem and a result of Gerstenhaber we prove that, over a field of characteristic zero, the maximal dimension of a proper unital subalgebra in the $n \times…
math.RA2014★ 1 cited
Itô's theorem and metabelian Leibniz algebras
A. L. Agore, G. Militaru
We prove that the celebrated Itô's theorem for groups remains valid at the level of Leibniz algebras: if is a Leibniz algebra such that , for t…