Titlebook: Basic Algebraic Topology and its Applications; Mahima Ranjan Adhikari Textbook 2016 Springer India 2016 Homotopy and cohomotopy group.Vect

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Textbook 2016pplications. Moreover, it covers several related topics that are in fact important in the overall scheme of algebraic topology. Comprising eighteen chapters and two appendices, the book integrates various concepts of algebraic topology, supported by examples, exercises, applications and historical n

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https://doi.org/10.1007/978-3-642-45950-4, the books Adhikari and Adhikari (Basic Modern Algebra with Applications, .), Dugundji (Topology, .), Herstein (Topics in Algebra, .), Maunder (Algebraic Topology, .), Spanier (Algebraic Topology, .), and some other books are referred in Bibliography.

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Prerequisite Concepts and Notations,, the books Adhikari and Adhikari (Basic Modern Algebra with Applications, .), Dugundji (Topology, .), Herstein (Topics in Algebra, .), Maunder (Algebraic Topology, .), Spanier (Algebraic Topology, .), and some other books are referred in Bibliography.

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https://doi.org/10.1007/978-81-322-2843-1Homotopy and cohomotopy group; Vector bundle; Homology and cohomology group; Eilenberg-Steenrod axioms;

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Mahima Ranjan AdhikariDiscusses the basic concepts of algebraic topology with numerous related illustrations and applications.Approaches the topic nearly “from scratch” and accompanies students through its natural developm

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Textbook 2016 groups and their quotient spaces, function spaces, polyhedra, topological groups, Lie groups and cell complexes, etc. The book studies a variety of maps, which are continuous functions between spaces. It also reveals the importance of algebraic topology in contemporary mathematics, theoretical phys