Stanley I. Grossman
Abstract
Systems of linear equations and matrices. Determinants. Vectors in R2 and R3. Vector spaces. Linear transformations. Eigenvalues, eigenvectors and canonical forms. Numerical methods. Appendices: A: Mathematical induction. B: Complex numbers. Answers to odd-numbered problems. Index.
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Systems of linear equations and matrices. Determinants. Vectors in R2 and R3. Vector spaces. Linear transformations. Eigenvalues, eigenvectors and canonical forms. Numerical methods. Appendices: A: Mathematical induction. B: Complex numbers. Answers to odd-numbered problems. Index.
Key concepts: Eigenvalues and eigenvectors, Linear algebra, Mathematics, Algebra over a field, Numerical linear algebra, Vector space, Pure mathematics, Linear system