Publications

  1. Asymptotic meshes from r-variational adaptation methods for static problems in one dimension
    With Darith Hun and Nicolas Moës (2025). (arXiv)
  2. Interacting phase fields yielding phase separation on surfaces
    With Benjamin Lledos and Roberta Marziani. SIAM J. Math. Anal., 57(3), 2416-2452, 2025. (arXiv)
  3. Connecting disclinations by ridges
    With Peter Gladbach. Preprint (2024). (arXiv)
  4. Phase separation on varying surfaces and convergence of diffuse interface approximations
    With Matthias Röger. Calc. Var. PDE 62(9), 250, 2023. (arXiv)
  5. Consistent and convergent discretizations of Helfrich-type energies on general meshes
    With Vincent Degrooff and Peter Gladbach. Comput. Methods Appl. Math., accepted for publication, 2026. (arXiv)
  6. Godunov variables and convex entropy for relativistic fluid dynamics with bulk viscosity
    J. Math. Phys., 63(3), 2022 (arXiv)
  7. Approximation of the Willmore energy by a discrete geometry model
    With Peter Gladbach. Adv. Calc. Var. 16(2), 403-424, 2023. (arXiv)
  8. Michell truss type theories as a Gamma-limit of optimal design in linear elasticity
    Adv. Calc. Var. 15, 305-322, 2022. (arXiv)
  9. Variational competition between the full Hessian and its determinant for convex functions
    With Peter Gladbach. Nonlinear Anal. 242, 113498, 2024. (arXiv)
  10. Coarea formulae and chain rules for the Jacobian determinant in fractional Sobolev spaces
    With Peter Gladbach. J. Funct. Anal. 278(2), 108312, 2020. (arXiv)
  11. On a Gamma-limit of Willmore functionals with additional curvature penalization term
    SIAM J. Math. Anal. 51(3), 2599–2632, 2019. (arXiv)
  12. On a boundary value problem for conically deformed thin elastic sheets
    Anal. PDE 12(1), 245-258, 2019. (arXiv)
  13. Michell trusses in two dimensions as a Gamma-limit of optimal design problems in linear elasticity
    Calc. Var. PDE 56(166), 2018. (arXiv)
  14. The shape of low energy configurations of a thin elastic sheet with a single disclination
    Anal. PDE 11(5), 1285-1302, 2018. (arXiv)
  15. Extrinsic curvature of codimension one isometric immersions with Hölder continuous derivatives
    With Sören Behr. Preprint, 2016. (arXiv)
  16. Symmetry breaking in indented elastic cones
    With Sergio Conti and Ian Tobasco. Math. Mod. Meth. Appl. S. 27-2:291-321, 2017. (arXiv)
  17. Energy scaling law for a single disclination in a thin elastic sheet
    Arch. Rat. Mech. Anal. 224-3: 985-1019, 2017. (arXiv)
  18. Integrability of the Brouwer degree for irregular arguments
    Ann. Inst. H. Poincaré Anal. Non-linéaire 34-4:933-959, 2017. (arXiv)
  19. Energy scaling law for the regular cone
    J. Nonlinear Sci. 26: 287-314, 2016. (arXiv)
  20. The one-dimensional model for d-cones revisited
    Adv. Calc. Var., 9-3:201-216, 2016. (arXiv)
  21. Interpenetration of matter in plate theories obtained as Gamma-limits
    With Eris Runa. ESAIM: COCV 23:119-136, 2017. (arXiv)
  22. Homogenization of the nonlinear bending theory for plates
    With Stefan Neukamm. Calc. Var. PDE, 53:719-753, 2015. (arXiv)
  23. Almost conical deformations of thin sheets with rotational symmetry
    With Stefan Müller. SIAM J. Math. Anal. 46-1: 25-44, 2014. (arXiv)
  24. Conical singularities in thin elastic sheets
    With Stefan Müller. Calc. Var. PDE 49-3: 1177-1186, 2014. (arXiv)
  25. Perturbative quantum field theory via vertex algebras
    With Stefan Hollands. J. Math. Phys. 50:112304, 2009. (arXiv)
  26. States of low energy on Robertson-Walker spacetimes
    Class. Quant. Grav. 24:5011-5030, 2007. (arXiv)