Linear Algebra Done Right, Second Edition

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Linear AlgebraDone Right, Second EditionSheldon AxlerSpringerContentsPreface to the InstructorixPreface to the StudentxiiiAcknowledgmentsxvChapter1Vect or Spaces1Complex of Vector of Vector and Direct Vector Spaces21Span and Linear Maps37Definitions and Spaces and Matrix of a Linear and Eigenvectors75Invariant Applied to Subspaces on Real Vector Spaces97Inner Projections and Minimization Functionals and on Inner-Product Spaces127Self-Adjoint and Normal Spectral Operators on Real Inner-Product and Singular-Value on Complex

•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

  Linear, Independence, Linear independence