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Algebraic Geometry 1-5 by Shafarevich, I. R. (ed.) is a nonfiction available to read on EtoBox.
What is Algebraic Geometry 1-5 about?
I: Algebraic Curves. Algebraic Manifolds and Schemes......Page 0001 Contents......Page 0004 Introduction......Page 0008 1.1. Complex Chart; Complex Coordinates......Page 0019 1.3. Complex Analytic Manifolds......Page 0020 1.4. Mappings of Complex Manifolds......Page 0022 1.6. Riemann Surfaces......Page 0023 1.7. Differentiable Manifolds......Page 0025 2.2. Meromorphic Functions on a Riemann Surface......Page 0026 2.3. Meromorphic Functions with Prescribed Behaviour at Poles......Page 0028 2.4. Multiplicity of a Mapping; Order of a Function......Page 0029 2.6. Divisors on Riemann Surfaces......Page 0030 2.7. Finite Mappings of Riemann Surfaces......Page 0032 2.9. The Universal Covering......Page 0033 2.10. Continuation of Mappings......Page 0034 2.11. The Riemann Surface of an Algebraic Function......Page 0035 3.1. Orientability......Page 0038 3.2. Triangulability......Page 0039 3.3. Development; Topological Genus......Page 0040 3.4. Structure of the Fundamental Group......Page 0041 3.6. The Hurwitz Formulae......Page 0042 3.7. Homology and Cohomology; Betti Numbers......Page 0044 3.8. Intersection Product; Poincaré Duality......Page 0045 4.1. Tangent Vectors; Differentiations......
Who reads Algebraic Geometry 1-5?
It is typically read by self-directed learners exploring a subject in depth.
Common subject areas: history, science, philosophy, social sciences.
- Author
- Shafarevich, I. R. (ed.)
- Publisher
- Springer
- Language
- EN
- Category
- nonfiction
- Subjects
- Mathematics, Geometry And Topology, Stem
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