Skip to main content Skip to page footer

Daniel Seibel, M.Sc.

Building E1 1, Room 3.29
Department of Mathematics
Saarland University
PO 15 11 50
D-66041 Saarbrücken


tel:+49 681 302 4898

Research Interests

  • Fast algorithms for boundary element methods
  • Finite element methods on polygonal meshes


  • D. Seibel: Almost complete analytical integration in Galerkin BEM,, 2021


  • D. Seibel: Boundary element methods for the wave equation based on hierarchical matrices and adaptive cross approximation, Numer. Math. (2021).
  • D. Seibel, S. Weißer: Recovery-based error estimators for the VEM and BEM-based FEM, Comput. Math. Appl. 80 (2020), no.9, 2073--2089.
  • D. Seibel, S. Weißer: Gradient Recovery for the BEM-based FEM and VEM, PAMM 19 (2019), no.1. Invited to the Minisymposium entitled Recent advances in Galerkin methods based on polytopal meshes, 90th Annual Meeting of GAMM, February 18 -- 22, 2019, Vienna, Austria


  • The Virtual Element Method for elliptic partial differential equations on polygonal and polyhedral meshes, master's thesis in mathematics, Universität des Saarlandes, April 2018
  • Numerical solution of the general diffusion equation based on Boundary Element Methods and Chebyshev approximation, bachelor's thesis in mathematics, Universität des Saarlandes, September 2017