ISOMORPHISMS OF LOG-ALGEBRAS

be a -finite measure space, and let be the *-algebra of all complex (real) valued measurable funktions on . The *- subalgebra of is called the algebra of integrable measurable functions on . Using the notion of passport of a normed Boolean algebra, we give the necessary and suffient conditions for a *-isomorphizm of two algebras of log-integrable measurable function.

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