An introduction to linear algebra which focuses on dynamical systems continuous and discrete as a unifying theme, as motivation for eigenvectors, and in examples of major applications of linear algebra particularly systems of differential equations. The text introduces abstract concepts gradually. It uses visualization and geometrical interpretations extensively, and features both routine and thought-provoking problems and exercises involving abstract concepts and applications.
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Key Benefit: Pedagogically strong, it introduces abstract concepts gradually and gently -- without "spoon feeding" readers. It uses visualization and geometrical interpretations extensively and features an abundance of both routine and thought-provoking problems and exercises involving abstract concepts and applications. Key Topics: This introduction to linear algebra focuses on dynamical systems -- continuous and discrete -- as a unifying theme, as motivation for eigenvectors, and in examples of major applications of linear algebra -- particularly systems of differential equations.
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