Название: A First Course in Linear Algebra
Автор: Daniel Zelinsky
Издательство: Academic Press
Год: 1968
Формат: pdf
Страниц: 272
Размер: 10,8 Мб
Язык: английский

This book is meant as an introduction to the algebra and geometry of vectors, matrices, and linear transformations. No calculus is required (except possibly for part (g) of Problem 1.1 in Chapter 7), but the concept of function is used freely and the general level of sophistication assumed is roughly that of a student who has studied some calculus. At Northwestern we have used this as a text for the third quarter of the freshman year, preceded by two quarters of calculus of functions of one variable. During a ten-week quarter we have usually covered the first six chapters, assuming the students have no knowledge of vectors of any kind. By skimming over a few topics (for example: the cross product, which is used after Chapter 1 only as a convenient device for finding one vector perpendicular to two others; abstract vector spaces; and determinants), it should be possible to introduce part of Chapter 7 as well.











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