Curves and Surfaces
작성자
M. Abate
,
F. Tovena
아직 평점이 없습니다
Science & Technology
형식
킨들
페이지
607
언어
이탈리아어
출판됨
Jan 1, 2012
출판사
Springer
판
2012
ISBN-10
8847019419
ISBN-13
9788847019416
설명
This book serves as an engaging introduction to the intricate world of differential geometry, focusing specifically on the geometry of curves and surfaces. M. Abate and F. Tovena take readers on a journey through foundational concepts, exploring how curves and surfaces behave in various contexts. The authors offer a clear and concise explanation of geometric principles, allowing readers to grasp complex ideas with ease.
Throughout the text, key topics are meticulously developed, encouraging a deep understanding of the mathematical structures that underpin curves and surfaces. By presenting both theoretical foundations and practical applications, the book strikes a balance that appeals to both newcomers and those with a bit more experience in the field. Illustrative examples and rigorous proofs further enhance comprehension, making abstract concepts more tangible.
As readers delve deeper into the subject matter, they will appreciate the relevance of differential geometry in various scientific domains, including physics and engineering. This exploration not only enriches their knowledge of mathematics but also highlights the beauty of geometric forms in nature and technology.
Throughout the text, key topics are meticulously developed, encouraging a deep understanding of the mathematical structures that underpin curves and surfaces. By presenting both theoretical foundations and practical applications, the book strikes a balance that appeals to both newcomers and those with a bit more experience in the field. Illustrative examples and rigorous proofs further enhance comprehension, making abstract concepts more tangible.
As readers delve deeper into the subject matter, they will appreciate the relevance of differential geometry in various scientific domains, including physics and engineering. This exploration not only enriches their knowledge of mathematics but also highlights the beauty of geometric forms in nature and technology.
