Linear Algebra An Introduction T O Morris
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Linear Algebra
This text, intended as a first and elementary introduction to linear algebra and matrix theory, emphasizes the computational and practical aspects as well as providing a thorough grounding for more abstract mathematical concepts. Numerous exercises are included, with answers.
Introduction to Linear Algebra
Author: Frank M. Stewart
language: en
Publisher: Courier Dover Publications
Release Date: 2019-07-17
Introduction to Linear Algebra stresses finite dimensional vector spaces and linear transformations. Intended for undergraduate majors in mathematics, applied mathematics, chemistry, and physics, the treatment's only prerequisite is a first course in calculus. Proofs are given in detail, and carefully chosen problems demonstrate the variety of situations in which these concepts arise. After a brief Introduction, the text advances to chapters on the plane, linear dependence, span, dimension, bases, and subspaces. Subsequent chapters explore linear transformations, the dual space in terms of multilinear forms and determinants, a traditional treatment of determinants, and inner product spaces. Extensive Appendixes cover equations and identities; variables, quantifiers, and unknowns; sets; proofs; indices and summations; and functions.
An Introduction to Linear Algebra
Rigorous, self-contained coverage of determinants, vectors, matrices and linear equations, quadratic forms, more. Elementary, easily readable account with numerous examples and problems at the end of each chapter.