A Cayley-Hamilton trace identity for 2 x 2 matrices over Lie-solvable rings

Details A Cayley-Hamilton trace identity for 2 x 2 matrices over Lie-solvable rings A Cayley-Hamilton trace identity for 2 x 2 matrices over Lie-solvable rings

2011-06-30

arxiv.org/abs/1106.6190v1

Mathematics

Rings and Algebras

Scientific paper

We exhibit a Cayley-Hamilton trace identity for $2\times2$ matrices with
entries in a ring $R$ satisfying $[[x,y],[x,z]]=0$ and 1/2 \in R$.

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