Afonso Rodriguez

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The following result is well known and easy to prove (see [14, Theorem 2.2.6]). T 0. If A is a primitie associatie Banach algebra, then there exists a Banach space X such that A can be seen as a subalgebra of the Banach algebra BL(X) of all bounded linear operators on X in such a way that A acts irreducibly on X and the inclusion A BL(X) is(More)
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