9788126546510, Principles of Algebraic Geometry, Phillip Griffiths (Author), Wiley India, Paperback, English, Worldwide
$228.68
Principles of Algebraic Geometry by Phillip Griffiths is a foundational text that provides a comprehensive introduction to the field of algebraic geometry. The book explores the key concepts of the subject, including varieties, schemes, and cohomology, with a focus on their geometric and topological properties. Written for graduate students and researchers, it presents complex theories in a clear, methodical manner, with detailed explanations and examples. The text bridges the gap between algebraic geometry and other areas of mathematics, making it an essential reference for anyone pursuing advanced studies in mathematics or related fields. With its rigorous approach and wide-ranging scope, this book is a critical resource for understanding modern algebraic geometry.
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About The Author
Phillip Griffiths is a renowned mathematician, widely recognized for his work in the fields of algebraic geometry and complex analysis. He is a professor emeritus at Princeton University and has made significant contributions to the study of algebraic cycles and Hodge theory. Griffiths has authored several influential books and research papers, shaping modern mathematical thought. His expertise and impact on the field have earned him international acclaim. He is known for his ability to simplify complex concepts for students and researchers alike. Griffiths has also been involved in various mathematical organizations and educational initiatives throughout his career.
Table Of Contents
Product Details
- Publisher : Wiley India; 1st edition (January 1, 2014)
- Language : English
- Paperback : 813 pages
- ISBN-13 : 978-8126546510
- Item Weight : 1.03 Kg
About The Book
Principles of Algebraic Geometry by Phillip Griffiths is a foundational text that provides a comprehensive introduction to the field of algebraic geometry. The book explores the key concepts of the subject, including varieties, schemes, and cohomology, with a focus on their geometric and topological properties. Written for graduate students and researchers, it presents complex theories in a clear, methodical manner, with detailed explanations and examples. The text bridges the gap between algebraic geometry and other areas of mathematics, making it an essential reference for anyone pursuing advanced studies in mathematics or related fields. With its rigorous approach and wide-ranging scope, this book is a critical resource for understanding modern algebraic geometry.
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