Beginner's Course in Topology: Geometric Chapters Title of the Russian original edition: Nacal`nyi kurs topologii
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Description
Fuks- Rokhiin Beginner's Course in Topology Based on lectures given by the authors at Moscow and Lenin- grad Universities, this textbook gives a systematic exposition of the geometric chapters of elementary Topology: Homotopy, Fiber Bundles and Smooth Manifolds. One of the main purposes is 10 present these parts of topology as a untied whole. As a methodical innovation, a coordinate- free approach to the theory of fiber bundles and an exposition of the foundations of differential topology without use of differ- ential equations are given. Many descriptive examples and drawings are included; each section is followed by a set of judiciously chosen exercises. The reader requires only a basic knowledge of set theory, algebra and calculus, For first-year graduate students this book provides. a thorough and profound introduction to some of the advanced aspects of Topology
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