Projective geometry is the geometry of vision, and this book introduces students to this beautiful subject from an analytic perspective, emphasising its close relationship with linear algebra and the central role of symmetry. Starting with elementary and familiar geometry over real numbers, readers will soon build upon that knowledge via geometric pathways and journey on to deep and interesting corners of the subject. Through a projective approach to geometry, readers will discover connections between seemingly distant (and ancient) results in Euclidean geometry. By mixing recent results from the past 100 years with the history of the field, this text is one of the most comprehensive surveys of the subject and an invaluable reference for undergraduate and beginning graduate students learning classic geometry, as well as young researchers in computer graphics. Students will also appreciate the worked examples and diagrams throughout.
A foundational text on projective geometry, exploring the basic principles and applications of this important mathematical field. Mariola provides lucid explanations and detailed examples to aid...
In this book, Frederick Wood presents an analytic approach to projective geometry, a topic in pure mathematics that studies points, lines, and planes in space. The book is intended as a textbook for...
This work has been selected by scholars as being culturally important, and is part of the knowledge base of civilization as we know it.This work is in the "public domain in the United States of...
Siceloff's clear and concise approach to analytic geometry makes it accessible to learners of all levels, providing readers with the foundational knowledge they need to understand this critical field...