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The book delves into K-theory, exploring both topological and algebraic aspects. It covers key concepts such as vector bundles, the index theorem, and the classification of projective modules. The text emphasizes the importance of understanding mathematical notions through examples rather than mere definitions. It also discusses the relationships between K-theory, arithmetic, and the Brauer group. A comprehensive survey of algebraic structures, it aims to highlight the significance of specific mathematical concepts within the broader context of the field.
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Basic Notions of Algebra, Igor R. Shafarevich
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- Pubblicato
- 2014
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