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Complex Manifolds and Geometric Algebraic Analysis



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Wiley-ISTE


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Paru le : 2025-11-25



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Description
Complex Manifolds and Geometric Algebraic Analysis is intended for graduate students in mathematics, physics, and beyond.

The book is divided into ten chapters. Chapter 1 deals with the properties of holomorphic functions of several complex variables. Chapter 2 introduces tools for studying complex manifolds and analytic varieties, whilst Chapter 3 covers the foundational material from sheaves and cohomology. Chapter 4 concerns the study of divisors and line bundles on complex manifolds, and Chapter 5 is devoted to some fundamental theorems. Chapter 6 covers definitions and examples of abelian varieties, whilst Chapter 7 studies theta functions on complex projective tori. Lastly, the aim of Chapter 8 is to discuss an interesting interaction between complex algebraic geometry and dynamical systems.

This book is supplemented with two appendices, one on Riemann surfaces and algebraic curves and the other covering elliptic functions and elliptic integrals. Additionally, various examples, exercises, and problems with solutions are provided throughout the book.
Pages
288 pages
Collection
ISTE Invoiced
Parution
2025-11-25
Marque
Wiley-ISTE
EAN papier
9781836690917
EAN PDF
9781394427741

Informations sur l'ebook
Nombre pages copiables
0
Nombre pages imprimables
288
Taille du fichier
3953 Ko
Prix
167,11 €