Elementary Linear Algebra

Elementary Linear Algebra provides an in-depth exploration of linear algebra concepts essential for students and professionals alike. From the fundamentals of linear equations to advanced topics like orthogonal diagonalization and singular value decomposition, this book offers a structured approach to mastering complex mathematical concepts. Authored by Howard Anton and Anton Kaul, it is a trusted resource in academia.

What You'll Learn

• Solve systems of linear equations using Gaussian elimination
• Understand the algebraic properties of matrices and their inverses
• Explore applications of linear systems in real-world scenarios
• Calculate determinants by cofactor expansion and row reduction
• Dive into vectors and orthogonality concepts in n-Space

Who This Book Is For

This book is ideal for undergraduate students majoring in mathematics or engineering, as well as professionals seeking to strengthen their understanding of linear algebra. It assumes a basic understanding of algebra and calculus principles.

What You Need to Know First

A foundational knowledge of algebra and introductory calculus will be beneficial. Familiarity with mathematical notation and basic problem-solving skills is assumed.

Why This Book

Unlike other linear algebra texts, this book emphasizes practical applications and real-world problem-solving. Its clear structure allows for easy navigation through complex topics, making it suitable for both self-study and classroom use.

What's Inside

This 611-page volume by John Wiley & Sons, Inc. includes detailed explanations, numerous examples, and application modules that span diverse fields such as engineering, computer science, and economics.