This thorough and accessible book from one of the leading figures in the field of linear algebra provides readers with both a challenging and broad understanding of linear algebra.?The author infuses key concepts with their modern practical applications to offer readers examples of how mathematics is used in the real world. Topics such as linear systems theory, matrix theory, and vector space theory are integrated with real world applications to give a clear understanding of the material and the application of the concepts to solve real world problems.?Each chapter contains integrated worked examples and chapter tests.?The book stresses the important role geometry and visualization play in understanding linear algebra. For anyone interested in the application of linear algebra theories to solve real world problems.

1.MATRICES AND SYSTEMS OF EQUATIONS 2.DETERMINANTS 3.VECTOR SPACES 4.LINEAR TRANSFORMATIONS 5.ORTHOGONALITY 6.EIGENVALUES 7.NUMERICAL LINEAR ALGEBRA 8.ITERATIVE METHODS 9.CANONICAL FORMS

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