By Daniel Zelinsky,Samuel S. Saslaw
This publication is designed as a history for second-year classes in calculus of a number of variables and differential equations the place the idea of linear differential equations parallels that of linear algebraic equations. the subjects mentioned comprise the multiplication of vectors by means of scalars, vectors in n-space, planes and contours, and composites of linear mappings. The symmetric matrices and mappings, quadratic types, swap of coordinates, and influence of switch of foundation on matrices of linear features also are defined. this article likewise considers the computation of determinants, diagonalizable changes, computation of eigenvalues and eigenvectors, and crucial axis theorem.
This ebook is appropriate for students taking a direction in linear algebra.
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A First Course in Linear Algebra by Daniel Zelinsky,Samuel S. Saslaw