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38 reviewsThis book is intended to be used as a text in Linear Algebra at the undergraduate
level. The book deals with rings, fields, ideals, vector spaces, linear transformations
and inner product spaces.
Chapters 1-6 deal with ring theory and vector spaces.
Chapter 7 is devoted to the study of linear transformations.
Chapter 8 introduces vector space isomorphism.
Chapter 9 deals with matrices of linear transformations.
Chapter 10 deals with inner product spaces. Numerous examples have been
worked out throughout the book to illustrate the concepts and explain the
techniques of solving problems.