The book is devoted to two natural problems, the existence and
unicity of minimal projections in Banach space. Connections are
established between the latter and unicity in mathematical
programming problems and also with the problem of the
characterization of Hilbert spaces. The book also contains a
Kolmogorov type criterion for minimal projections and detailed
descriptions of the Fourier operators. Presenting both new results
and problems for further investigations, this book is addressed to
researchers and graduate students interested in geometric
functional analysis and to applications.
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