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Linear Algebra Done Right, Second Edition

Linear AlgebraDone Right, Second EditionSheldon AxlerSpringerContentsPreface to the InstructorixPreface to the StudentxiiiAcknowledgmentsxvChapter1 Vector Spaces1 Complex of Vector of Vector and Direct Vector Spaces21 Span and Linear Maps37 Definitions and Spaces and Matrix of a Linear and Eigenvectors75 Invariant Applied to Subspaces on Real Vector Spaces97 Inner Projections and Minimization Functionals and on Inner-Product Spaces127 Self-Adjoint and Normal Spectral Operators on Real Inner-Product and Singular-Value on

•Linear independence, span, basis, and dimension are defined in Chapter 2, which presents the basic theory of finite-dimensional vector spaces. ix. x Preface to the Instructor

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