Projective Geometry and Modern Algebra
Projective Geometry and Modern Algebra by Lars Kadison, published by Birkhäuser Boston on January 26, 1996, is a comprehensive introduction to the theory of projective geometry. This edition spans 208 pages and is presented in English. The book explores the interplay between modern algebra techniques and concepts as they relate to projective geometry, providing a foundational understanding of the subject.
Readers will find discussions on key topics such as affine and projective planes, homogeneous coordinates, and Desargues’ theorem. The text aims to clarify the role of algebraic methods in the study of projective geometry, making it a valuable resource for those interested in mathematics, geometry, and algebra. This edition is designed to facilitate a deeper comprehension of the mathematical principles underlying projective geometry.
Official synopsis Publisher
This work serves as an introduction to the theory of projective geometry. Techniques and concepts of modern algebra are presented for their role in the study of projective geometry. Topics covered include: affine and projective planes; homogeneous co-ordinates; and Desargues’ theorem.
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