This text incorporates much new material from the author's original work to provide a unified treatment of linear structures--the class of matrices with a given linear constraint: symmetric, triangular, or skew-symmetric. The idea of such structures is very simple, but a formal application-oriented treatment has only emerged from Magnus' research. Concrete examples are used to illustrate the theory.
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Jan R. Magnus is at London School of Economics and Political Science.
"Well-written monograph....readers will be very satisfied. Magnus deals with his subject exhaustively and carefully, and in a most readable style." --Journal of the American Statistical Association
"A well-written book presenting a unified treatment of existing material on linear structures, adding new material from the author's own work, and illustrating the theory through many applications." --Mathematical Reviews
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