Functional Analysis is a comprehensive, 2-volume treatment of a subject
lying at the core of modern analysis and mathemati- cal 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 ad- vanced 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.