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Pisier:Factor Linear Oper Cbms 60 P Expanded Lectures - Pisier, Gilles
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Examines the central question of which Banach spaces $X$ and $Y$ have the property that every bounded operator from $X$ to $Y$ factors through a Hilbert space, in particular when the operators are defined on a Banach lattice, a $C $-algebra or the disc algebra and $H \infty$. This title is suitable for those working in functional analysis.

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Examines the central question of which Banach spaces $X$ and $Y$ have the property that every bounded operator from $X$ to $Y$ factors through a Hilbert space, in particular when the operators are defined on a Banach lattice, a $C $-algebra or the disc algebra and $H \infty$. This title is suitable for those working in functional analysis.