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  • »  Tomasz Mrowka

Tomasz Mrowka

  • Department of Mathematics

    Department of Mathematics

  • Helmut Hofer Publication List

    Helmut Hofer Publication List

  • Instantons, Knots and Knotted Graphs

    Instantons, Knots and Knotted Graphs

  • January 2007 Prizes and Awards

    January 2007 Prizes and Awards

  • Instanton and the Depth of Taut Foliations

    Instanton and the Depth of Taut Foliations

  • Surveys in Differential Geometry

    Surveys in Differential Geometry

  • My Grandmother's Family: the Kronheimers and the Englȁnders

    My Grandmother's Family: the Kronheimers and the Englȁnders

  • 2011 Doob Prize

    2011 Doob Prize

  • 32915829-The-Simons-Foundation

    32915829-The-Simons-Foundation

  • Knots, Three-Manifolds and Instantons

    Knots, Three-Manifolds and Instantons

  • Monopoles Over 4–Manifolds Containing Long Necks, I

    Monopoles Over 4–Manifolds Containing Long Necks, I

  • Applications of 3-Manifold Floer Homology Tth\

    Applications of 3-Manifold Floer Homology Tth\

  • Computer Bounds for Kronheimer-Mrowka Foam Evaluation

    Computer Bounds for Kronheimer-Mrowka Foam Evaluation

  • Joint Journals Catalogue EMS / MSP 2018

    Joint Journals Catalogue EMS / MSP 2018

  • Lectures on Heegaard Floer Homology

    Lectures on Heegaard Floer Homology

  • 2016 Breakthrough Prize and New Horizons in Mathematics Prizes Awarded

    2016 Breakthrough Prize and New Horizons in Mathematics Prizes Awarded

  • Monopoles and Three-Manifolds Peter Kronheimer and Tomasz Mrowka Frontmatter More Information

    Monopoles and Three-Manifolds Peter Kronheimer and Tomasz Mrowka Frontmatter More Information

  • The Seiberg-Witten Equations on 3-Manifolds with Boundary

    The Seiberg-Witten Equations on 3-Manifolds with Boundary

Top View
  • Monopoles and Landau-Ginzburg Models Iii: a Gluing Theorem
  • Lenhard L. Ng Curriculum Vitae
  • A Few Remarks About Symplectic Filling
  • Department of Mathematics
  • Taut Foliations, Left-Orders, and Pseudo-Anosov Mapping Tori
  • 2007 Veblen Prize
  • A Few Remarks About Symplectic Lling
  • Report for the Academic Year 2015–2016
  • Surveys in Differential Geometry
  • Floer Theory and Its Topological Applications
  • Arxiv:1908.07133V2 [Math.GT] 24 Sep 2019 [ Must Be Either 58 and 60, and Suggest That It Is in Fact 58
  • Some Computations on Instanton Knot Homology
  • Arxiv:2010.07836V2 [Math.GT] 10 Nov 2020 4.3
  • Monopoles and Three-Manifolds, by Peter Kronheimer and Tomasz Mrowka, New Mathematical Monographs, 10, Cambridge University Pres
  • Arxiv:2102.02076V2 [Math.GT] 14 Feb 2021 4-Manifolds with Contact Boundary 11 3
  • Francesco Lin
  • A Few Remarks About Symplectic Filling
  • The Seiberg–Witten Invariants and 4–Manifolds with Essential Tori


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