책 세부 정보
형식
페이퍼백
페이지
314
언어
영어
출판됨
Feb 12, 2012
출판사
Springer
판
Softcover reprint of the original 1st ed. 1984
ISBN-10
3642967566
ISBN-13
9783642967566
설명
In the realm of advanced mathematics, this comprehensive work delves into the intricate world of compact complex surfaces. It serves as a thorough exploration for mathematical enthusiasts, particularly focusing on the interplay between geometry and algebra. The authors, distinguished figures in the field, bring their expertise together to provide a cohesive and insightful examination of the subject.
The narrative unfolds with an introduction that sets the groundwork, followed by a systematic approach to standard notations essential for understanding the complexities of compact complex surfaces. Building upon this foundation, the text progresses to important preliminaries that enhance the reader's comprehension of the various concepts and frameworks underlying the themes explored.
Curves on surfaces become a focal point as the discussion advances, shedding light on their significance and implications in the broader context of complex surfaces. With detailed mappings and transformations, the authors elucidate the relationships between these entities, inviting readers to engage deeply with the material.
This volume stands as an indispensable resource for both researchers and students alike, offering a fresh perspective on compact complex surfaces through rigorous mathematical discourse and thorough examples that encourage further exploration in this fascinating area of study.
The narrative unfolds with an introduction that sets the groundwork, followed by a systematic approach to standard notations essential for understanding the complexities of compact complex surfaces. Building upon this foundation, the text progresses to important preliminaries that enhance the reader's comprehension of the various concepts and frameworks underlying the themes explored.
Curves on surfaces become a focal point as the discussion advances, shedding light on their significance and implications in the broader context of complex surfaces. With detailed mappings and transformations, the authors elucidate the relationships between these entities, inviting readers to engage deeply with the material.
This volume stands as an indispensable resource for both researchers and students alike, offering a fresh perspective on compact complex surfaces through rigorous mathematical discourse and thorough examples that encourage further exploration in this fascinating area of study.