• Mathematical modelling
• Analysis of partial differential equations
• Periodic homogenisation
• Physico-chemical mechanisms in multiscale media (e.g. porous media, biological cells)

• Fluid mechanics

• Materials science

Preprints:

D. Wiedemann, M. A. Peter. Characterization of polyconvex isotropic functions. ArXiv Preprint 2304.08385, 2023.

 D. Wiedemann, M. A. Peter. Homogenisation of the Stokes equations for evolving microstructure. ArXiv Preprint 2109.05997, 2021.

Publications:

D. Wiedemann, M. A. Peter. Homogenisation of local colloid evolution induced by reaction and diffusion. Nonlinear Analysis 227, 113168, 2023.

D. Wiedemann. The two-scale-transformation method. Asymptotic Analysis, vol. 131, no. 1, pp. 59--82, 2023.

Proceedings:

D.Wiedemann, M. A. Peter. Darcy's law for evolving microstructure. Proc. Appl. Math. Mech. 21, 2021.

2014 - 2017  Bachelor of Mathematics, University of Augsburg

2017 - 2019  Master of Mathematics (TopMath), Technical University of Munich

2019 -           Rese           arch assistant, University of Augsburg,

11/2017      TopMath Study Award (for excellent study result), Technical University of Munich

10/2020 -    Recipent of a Doctoral scholarship from Studienstiftung des deutschen Volkes

12/2020 -    Recipent of a  scholarship from Marianne-Plehn-Programm