An Introduction to spinors and Geometry - TUCKER R.W., BENN I.M.
KORTE INHOUD
Paperback, in-8, 358 pp., index/register.
"An Introduction to Spinors and Geometry" by R.W. Tucker and I.M. Benn provides a foundational exploration into the mathematical concepts of spinors and their applications to geometry. Spinors are mathematical objects that extend the idea of vectors and are fundamental in the study of quantum mechanics and relativity. The book introduces the reader to the theory of spinors, the geometrical structures they are associated with, and their role in modern physics. It is suitable for students and researchers with a background in differential geometry and theoretical physics, offering both theoretical insights and practical examples of spinor fields.
"An Introduction to Spinors and Geometry" by R.W. Tucker and I.M. Benn provides a foundational exploration into the mathematical concepts of spinors and their applications to geometry. Spinors are mathematical objects that extend the idea of vectors and are fundamental in the study of quantum mechanics and relativity. The book introduces the reader to the theory of spinors, the geometrical structures they are associated with, and their role in modern physics. It is suitable for students and researchers with a background in differential geometry and theoretical physics, offering both theoretical insights and practical examples of spinor fields.
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TUCKER R.W., BENN I.M.
An Introduction to spinors and Geometry
Paperback, in-8, 358 pp., index/register.
"An Introduction to Spinors and Geometry" by R.W. Tucker and I.M. Benn provides a foundational exploration into the mathematical concepts of spinors and their applications to geometry. Spinors are mathematical objects that extend the idea of vectors and are fundamental in the study of quantum mechanics and relativity. The book introduces the reader to the theory of spinors, the geometrical structures they a...
An Introduction to spinors and Geometry
Paperback, in-8, 358 pp., index/register.
"An Introduction to Spinors and Geometry" by R.W. Tucker and I.M. Benn provides a foundational exploration into the mathematical concepts of spinors and their applications to geometry. Spinors are mathematical objects that extend the idea of vectors and are fundamental in the study of quantum mechanics and relativity. The book introduces the reader to the theory of spinors, the geometrical structures they a...
