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Disk (mathematics)

  • Simple Infinite Presentations for the Mapping Class Group of a Compact

    Simple Infinite Presentations for the Mapping Class Group of a Compact

  • An Introduction to Topology the Classification Theorem for Surfaces by E

    An Introduction to Topology the Classification Theorem for Surfaces by E

  • 1 University of California, Berkeley Physics 7A, Section 1, Spring 2009

    1 University of California, Berkeley Physics 7A, Section 1, Spring 2009

  • The Geometry of the Disk Complex

    The Geometry of the Disk Complex

  • Recognizing Surfaces

    Recognizing Surfaces

  • The Real Projective Spaces in Homotopy Type Theory

    The Real Projective Spaces in Homotopy Type Theory

  • On Generalizing Boy's Surface: Constructing a Generator of the Third Stable Stem

    On Generalizing Boy's Surface: Constructing a Generator of the Third Stable Stem

  • Surfaces and Complex Analysis (Lecture 34)

    Surfaces and Complex Analysis (Lecture 34)

  • Black Hole Accretion Torus & Magnetic Fields

    Black Hole Accretion Torus & Magnetic Fields

  • Brouwer's Fixed Point Theorem

    Brouwer's Fixed Point Theorem

  • On the Axisymmetric Loading of an Annular Crack by a Disk Inclusion

    On the Axisymmetric Loading of an Annular Crack by a Disk Inclusion

  • Classifying Surfaces Jenny Wilson

    Classifying Surfaces Jenny Wilson

  • Real Compact Surfaces

    Real Compact Surfaces

  • Deep and Shallow Slice Knots in 4-Manifolds

    Deep and Shallow Slice Knots in 4-Manifolds

  • Dynamics on the Unit Disk: Short Geodesics and Simple Cycles

    Dynamics on the Unit Disk: Short Geodesics and Simple Cycles

  • More Topology

    More Topology

  • Julia Sets Converging to the Unit Disk

    Julia Sets Converging to the Unit Disk

  • Rolling Down a Ramp with No Fric�On

    Rolling Down a Ramp with No FricOn

Top View
  • Conway's ZIP Proof
  • THE BROUWER FIXED POINT THEOREM and the DEGREE (With Apologies to J.Milnor)
  • QUANTITATIVE ASPECTS of the DISK-SPHERE TRANSFORMATION PRODUCED by LECITHIN by ERIC PONDER the Nassau Hospital, Mineola, L.I., N.Y
  • Immersion in Mathematics
  • Math 618 Take-Home Examination 2 March 19, 2007 Instructions Do Any
  • II.1 Two-Dimensional Manifolds
  • Non-Orientable Surfaces in 4-Dimensional Space
  • Boy's Surface
  • Spectral Sets 107-3
  • AGN Torus Emission for a Homogeneous Sample of Bright Flat
  • EXTENDING a DISK to a SPHERE(I)
  • Construction of a Cubist Girl Cap
  • CLASSIFICATION of SURFACES Contents 1. Introduction 1 2. Torus
  • Boy's Surface Boy's Surface (Discovered in 1901 by One Werner Boy) Is a Single-Sided Surface with No Edges
  • The Buckling Eigenvalue Problem in the Annulus
  • Lecture 3: 2-Manifolds Surface Classification, Polygonal Scheme, Euler-Characteristic
  • Viewing the Real Projective Plane in R3 ; the Cross-Cap and the Steiner
  • Optimally Cutting a Surface Into a Disk∗


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