Abstract algebra | Functional analysis

Predual

In mathematics, the predual of an object D is an object P whose dual space is D. For example, the predual of the space of bounded operators is the space of trace class operators, and the predual of the space L∞(R) of essentially bounded functions on R is the Banach space L1(R) of integrable functions.. * v * t * e (Wikipedia).

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Related pages

Bounded operator | Trace class | Mathematics | Dual space