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Spiro Karigiannis

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    Department of Pure Mathematics
    University of Waterloo
    200 University Avenue West
    Waterloo, Ontario, N2L 3G1, CANADA

              Office: MC 5326
       Telephone: 519-888-4567 x42810
    Office Hours: For Winter 2023 term:
                          Tue/Thu 9:30-10:30am,
                          or by appointment.

Curriculum Vitae (CV)



Waterloo Geometry & Topology group


Waterloo Geometry & Topology Seminar


Waterloo Differential Geometry Working Seminar


Fields Institute Geometric Analysis Colloquium


researchseminars.org

Current
Teaching:

  • WINTER 2023: PMATH 868: Connections and Riemannian Geometry - Course Outline
  • I am a Professor in the Department of Pure Mathematics at the University of Waterloo, and a member of the Geometry & Topology research group. My area of research is differential geometry and geometric analysis. Specifically, I work on manifolds with U(m), SU(m), G2, or Spin(7) structures. This includes: the construction of torsion-free compact examples; the study of their moduli spaces and the extra geometric structures on such moduli spaces; conical singularities of such manifolds; calibrated submanifolds; Donaldson-Thomas connections in G2 and Spin(7) geometry; properties of special torsion classes; and geometric evolution equations in the context of special holonomy and calibrations.

    I am on the Editorial Board for the journal Pure and Applied Mathematics Quarterly published by International Press. I encourage you to submit your high quality manuscripts to PAMQ for consideration, and to select me as the handling editor if the content matches my research expertise.

    BIRS Workshop: BIRS: "Spinorial and octonionic aspects of G2 and Spin(7) geometry", May 28 to June 2, 2023.

    Book on Lectures and Surveys on G2-manifolds and Related Topics, published by Springer in 2020.

    Public Outreach: "By the numbers" interview, for the University of Waterloo Faculty of Mathematics.

    Public Outreach: interview about my research, for the "Group Theory" YouTube channel.

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