Introduction to Quaternions (Classic Reprint): With Numerous Examples: With Numerous Examples (Classic Reprint) - Softcover

Inhaltsangabe

Discover a bold extension of algebra that brings geometry and calculation together. This accessible introduction to quaternions explains how a powerful new system extends ordinary arithmetic, with clear aims to help readers become proficient in a beautiful, practical branch of mathematics.

The book presents its subject as a collaborative effort, drawing on the writings of Hamilton and the work of Tait, and is written for readers who want to move beyond theory to real understanding. It emphasizes first principles, self-contained problems, and a single, coherent method for mastering a wide range of results. The initial chapters build a solid foundation, while the final chapter expands toward applications in geometry and physics.

• Learn the core definitions and operations that underlie quaternions.


• See how the subject unifies diverse results through a single, uniform approach.


• Explore worked examples and problems that illuminate the underlying ideas.


• Gain insight into how quaternions connect to geometry and practical applications.

Ideal for readers who want a clear, practice‑oriented path into a foundational area of mathematics and its applications.

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