By Fuzhen Zhang

ISBN-10: 1461410983

ISBN-13: 9781461410980

ISBN-10: 1461410991

ISBN-13: 9781461410997

The target of this e-book is to concisely current basic principles, effects, and methods in linear algebra and quite often matrix concept. The publication comprises ten chapters masking a number of issues starting from similarity and particular sorts of matrices to Schur enhances and matrix normality. each one bankruptcy specializes in the implications, concepts, and strategies which are attractive, attention-grabbing, and consultant, by way of rigorously chosen difficulties.

Major adjustments during this revised and improved moment version:

-Expansion of subject matters reminiscent of matrix features, nonnegative matrices, and (unitarily invariant) matrix norms

-The inclusion of greater than one thousand exercises

-A new bankruptcy, bankruptcy four, with up-to-date fabric on numerical levels and radii, matrix norms, and unique operations reminiscent of the Kronecker and Hadamard items and compound matrices

-A new bankruptcy, bankruptcy 10, on matrix inequalities, which provides quite a few inequalities at the eigenvalues and singular values of matrices and unitarily invariant norms.

This ebook can be utilized as a textbook or a complement for a linear algebra and matrix thought category or a seminar for senior undergraduate or graduate scholars. necessities comprise an honest history in basic linear algebra and calculus. The e-book may also function a reference for teachers and researchers within the fields of algebra, matrix research, operator thought, data, computing device technology, engineering, operations study, economics, and different fields.

Fuzhen Zhang is a professor of arithmetic at Nova Southeastern college, fortress Lauderdale, Florida. He acquired his Ph.D. in arithmetic from the collage of California at Santa Barbara, M.S. from Beijing basic college, and B.Sc. from Shenyang common collage (China). as well as study papers, he's the writer of the book* Linear Algebra: difficult difficulties for Students* and the editor of *The Schur supplement and Its Applications*.