Starting with elementary operator theory and matrix analysis, this
book introduces the basic properties of the numerical range and
gradually builds up the whole numerical range theory. Over 400
assorted problems, ranging from routine exercises to published
research results, give you the chance to put the theory into
practice and test your understanding. Interspersed throughout the
text are numerous comments and references, allowing you to discover
related developments and to pursue areas of interest in the
literature. Also included is an appendix on basic convexity
properties on the Euclidean space. Targeted at graduate students as
well as researchers interested in functional analysis, this book
provides a comprehensive coverage of classic and recent works on
the numerical range theory. It serves as an accessible entry point
into this lively and exciting research area.
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