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  1. pi.math.cornell.edu › ~hatcherAllen Hatcher's Homepage - Cornell University

    Topology of Numbers. This is an undergraduate-level introduction to elementary number theory from a somewhat geometric point of view, focusing on quadratic forms in two variables with integer coefficients. See the webpage for the book for more information or to download an electronic version of the book.

  2. en.wikipedia.org › wiki › Allen_HatcherAllen Hatcher - Wikipedia

    Allen Edward Hatcher (born October 23, 1944) is an American topologist . Biography [ edit] Hatcher was born in Indianapolis, Indiana. [1] . After obtaining his B.S from Oberlin College in 1966, he went for his graduate studies to Stanford University, where he received his Ph.D. in 1971. [1] .

  3. Imágenes

    • Allen Hatcher | pi.math.cornell.edu
    • Topology | Department of Mathematics
    • Allen Hatcher (Author of Algebraic Topology)
    • Algebraic Topology by Allen Hatcher #shorts - YouTube

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  4. pi.math.cornell.edu › ~hatcher › ATAlgebraic Topology Book - Cornell University

    A downloadable textbook in algebraic topology.

  5. math.cornell.edu › allen-hatcherAllen Hatcher | Department of Mathematics - Cornell University

    Professor Emeritus. Research Focus. Geometric topology. A common thread through much of my research is the idea of studying the space of all topological objects of a certain kind, for example, the space of all finite polyhedra, the space of all diffeomorphisms of a manifold, or the space of all knots.

  6. es.wikipedia.org › wiki › Allen_HatcherAllen Hatcher - Wikipedia, la enciclopedia libre

    العربية; Deutsch; English; Français; Kreyòl ayisyen; Português; Русский; 中文

  7. pi.math.cornell.edu › ~hatcher › 3MNotes on Basic 3-Manifold Topology - Cornell University

    Allen Hatcher. Chapter 1. Canonical Decomposition. Prime Decomposition. Torus Decomposition. Chapter 2. Special Classes of 3-Manifolds. Seifert Manifolds. Torus Bundles and Semi-Bundles. Chapter 3. Homotopy Properties. 1. The Loop and Sphere Theorems.

  8. as.cornell.edu › people › allen-hatcherAllen Hatcher

    Allen Hatcher. Professor Emeritus. Research Focus. Geometric topology. A common thread through much of my research is the idea of studying the space of all topological objects of a certain kind, for example, the space of all finite polyhedra, the space of all diffeomorphisms of a manifold, or the space of all knots.