"Functional Analysis" is a comprehensive, 2-volume treatment of a
subject lying at the core of modern analysis and mathematical physics.
The first volume reviews basic concepts such as the measure, the
integral, Banach spaces, bounded operators and generalized functions.
Volume II moves on to more advanced topics including unbounded
operators, spectral decomposition, expansion in generalized
eigenvectors, rigged spaces, and partial differential operators. This
text provides students of mathematics and physics with a clear
introduction into the above concepts, with the theory well illustrated
by a wealth of examples. Researchers will appreciate it as a useful
reference manual.