1. Unit startpage
  2. Employees
  3. Henrik Winther
Bilde av Winther, Henrik
Bilde av Winther, Henrik
Postdoktor Department of Mathematics and Statistics henrik.winther@uit.no

Henrik Winther

Job description

I'm a postdoctoral researcher. My most recent work has been in the fields of Lie theory, real representation theory, quaternionic geometry and non-commutative geometry. I'm also interested in applications of symbolic- and computer algebra to research in pure mathematics.

  • Boris Kruglikov, Henrik Winther :
    Submaximally symmetric quaternion Hermitian structures
    International Journal of Mathematics 2020 DOI
  • Ioannis Chrysikos, Christian O'Cadiz Gustad, Henrik Winther :
    Invariant connections and ?-Einstein structures on isotropy irreducible spaces
    Journal of Geometry and Physics 2018 DOI
  • Boris Kruglikov, Henrik Winther :
    Erratum to: Almost complex structures in 6D with nondegenerate Nijenhuis tensors and large symmetry groups
    Annals of Global Analysis and Geometry 2017 ARKIV / DOI
  • Boris Kruglikov, Henrik Winther :
    Non-degenerate para-complex structures in 6D with large symmetry groups
    Annals of Global Analysis and Geometry 2017 ARKIV / DOI
  • Boris Kruglikov, Henrik Winther :
    Reconstruction from Representations: Jacobi via Cohomology
    Journal of Lie theory 2017 DATA / OMTALE
  • Boris Kruglikov, Henrik Winther, Lenka Zalabová :
    SUBMAXIMALLY SYMMETRIC ALMOST QUATERNIONIC STRUCTURES
    Transformation Groups 2017 ARKIV / DOI
  • Boris Kruglikov, Henrik Winther :
    Almost complex structures in 6D with non-degenerate Nijenhuis tensors and large symmetry groups
    Annals of Global Analysis and Geometry 2016 DOI
  • D.V. Alekseevsky, Boris Kruglikov, Henrik Winther :
    Homogeneous almost complex structures in dimension 6 with semi-simple isotropy
    Annals of Global Analysis and Geometry 2014 DOI

    • The 50 latest publications is shown on this page. See all publications in Cristin here →