Basics of algebraic geometry. Schemes, complex manifolds
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Corresponds to the second and third parts of the first edition (1972 . ). Contains the basic concepts of beam and circuit theory, as well as the theory of algebraic manifolds over the field of complex numbers and its relationship with topology and the theory of analytic manifolds. Compared to the first edition, the book has been significantly expanded. For example, it includes the concept of an imaginable functor and the concept of the Hilbert scheme, expanded the theory of vector bundles, and considered the differential-geometric properties of algebraic manifolds. The book involves knowledge of linear algebra, the basics of the theory of differential forms and the theory of analytical functions and (in some places) familiarity with the basic concepts of topology. For mathematicians - undergraduates, graduate students and researchers.
LF/369195463/R
Data sheet
- Name of the Author
- Шафаревич И.Р.
- Language
- Russian
- ISBN
- 9785020137295
- Release date
- 1988
- Volume
- том 2
12 books by the same author:
Products from this category:
Corresponds to the second and third parts of the first edition (1972 . ). Contains the basic concepts of beam and circuit theory, as well as the theory of algeb...