On small matrix subalgebras with a trivial centralizer

Mathematics – Rings and Algebras

Scientific paper

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15 pages (some corrections from v1, one proof has been fixed)

Scientific paper

10.1080/03081087.2010.511212

Given an integer n greater of equal to 3, we investigate the minimal
dimension of a subalgebra of M_n(K) with a trivial centralizer. It is shown
that this dimension is 5 when n is even and 4 when it is odd. In the latter
case, we also determine all 4-dimensional subalgebras with a trivial
centralizer.

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