Welcome to my homepage :-)
I am Simon Lyngby Kokkendorff, currently a Steno Postdoc
 at the Department of Mathematics, Technical University of Denmark.

Email: S.L.Kokkendorff at mat.dtu.dk


Research Interests
  • Differential geometry and applications to general relativity.
  • Analysis on metric spaces, including combinatorial analysis on finite metric spaces.
  • Mathematical experiments using software packages such as Maple.
  • Theory and applications of dynamical systems.
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Scientific Publications

  • S.Buckley and S.L.Kokkendorff: Warped Product and Conformal Boundaries of CAT(0)-spaces, preprint, August 2007.
  • S.L.Kokkendorff, J.Starke and N.Hummel: Interacting Many-Particle-Systems of Different Particle Types Converge to a Sorted State, preprint, February 2007.
  • S.L.Kokkendorff: Does Negative Type Characterize the Round Sphere? Proc. Amer. Math. Socy 135 (2007), no. 11, 3695-3702.
  • S.L.Kokkendorff: Conformal boundaries of warped products, preprint, MAT-Report no. 2006-07, April 2006.
  • S.L.Kokkendorff: A Laplacian on Metric Measure Spaces, preprint, MAT-Report no. 2006-06, March 2006.
  • S.L.Kokkendorff: Polar Duality and the Generalized Law of Sines, Journal of Geometry 86 (2007), 140-149.
  • S.Buckley and S.L.Kokkendorff: Comparing the Floyd and ideal boundaries of a metric space, preprint, Department of Mathematics, NUIM, December 2004. (Accepted for publication in Trans. Amer. Math. Soc.)
  • S.Buckley and S.L.Kokkendorff: Detours and Gromov Hyperbolicity , preprint, Department of Mathematics, NUIM, September 2004.
  • S.L.Kokkendorff: Characterizing the Sphere by Mean Distance, preprint, Department of Mathematics, NUIM, February 2004.
  • S.L.Kokkendorff: Gram Matrix Analysis of Finite Distance Spaces in Constant Curvature, Discrete Comput. Geom. 31 (2004), no. 4, 515-543.
  • P.G. Hjorth, S.L. Kokkendorff and S. Markvorsen: Hyperbolic  Spaces are of Strictly Negative Type, Proc. Amer. Math. Soc. 130 (2002), 175-181.
  • S.L.Kokkendorff: On the Existence and Construction of Stably Causal Lorentzian Metrics, Differential Geom. Appl. 16 (2002), 133-140.

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