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Numerics of partial differential equations
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Working group numerics of partial differential equations

Prof. Dr. Balázs Kovács

  1. Faculty of Computer Science, Electrical Engineering and Mathematics
  2. Mathematics
  3. Working group numerics of partial differential equations

Forschung

  • Research
  • Publikationen
  • Oberseminar
  • Kolloquium Angewandte Mathematik
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Lehre

  • Lehre
  • Abschlussarbeiten
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Team

  • Prof. Dr. Balázs Kovács
  • Mareike Hirche
  • Nils Bullerjahn
  • Michael Lantelme
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Ak­tuelle Pub­lika­tion­en

2025

Error estimates for full discretization by an almost mass conservation technique for Cahn--Hilliard systems with dynamic boundary conditions

N. Bullerjahn, ArXiv (2025).

DOI

2024

Numerical analysis of an evolving bulk--surface model of tumour growth

D. Edelmann, B. Kovács, C. Lubich, ArXiv (2024).

DOI

Maximal regularity of evolving FEMs for parabolic equations on an evolving surface

G. Bai, B. Kovács, B. Li, ArXiv:2408.14096 (2024).

arXiv

Numerical surgery for mean curvature flow of surfaces

B. Kovács, SIAM Journal on Scientific Computing 46 (2024) A645--A669.

DOI

A posteriori error estimates and space-time adaptivity for parabolic partial differential equations on stationary surfaces

B. Kovács, M.F.R. Lantelme, ArXiv:2407.02101 (2024).

arXiv

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Numerics of partial differential equations

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Numerics of partial differential equations



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