A prox-based semi-smooth Newton method for convex variational problems
CMAI Colloquium, Department of Mathematical Sciences, George Mason University · Fairfax, USA · March 2026
Analysis and numerical approximation of an optimal thermal insulation problem: the heat conduction case
Analysis and Numerics Seminar, Institute of Mathematics, BTU Cottbus-Senftenberg · Cottbus, Germany · February 2026
How to insulate optimally?
BIMoS Days, Technical Unversity of Berlin · Berlin, Germany · February 2026
A prox-based semi-smooth Newton method for convex variational problems
Oberwolfach Workshop ‘Numerical Analysis for Geometric and Nonlinear PDEs‘ · Oberwolfach Research Institute for Mathematics, Germany · February 2026
Analysis and numerical approximation of an optimal thermal insulation problem: the heat conduction case
Workshop ‘The Mathematics of Scientific Machine Learning and Digital Twins’, Ettore Majorana Foundation and Centre for Scientific Culture · Erice, Italy · November 2025
Analysis and numerical approximation of an optimal thermal insulation problem: the heat conduction case
Workshop ‘Current Research at the Interface of Continuum Physics and Applied Mathematics’ at Weierstrass Institute for Applied Analysis and Stochastics (WIAS) · Berlin, Germany · October 2025
Analysis and numerics for a simplified model for smart fluids
Workshop ‘Mathematical Analysis of Fluid Flows by Variational Methods’ at Weierstrass Institute for Applied Analysis and Stochastics (WIAS) · Berlin, Germany · September 2025
A priori and a posteriori error analysis for an optimal insulation problem defined on a polyhedral domain
Minisymposium ‘MS26 – Numerical Methods for Coupled Problems in Geophysics‘ at the ENUMATH 2025 · Heidelberg, Germany · September 2025
A priori and a posteriori error analysis for an optimal insulation problem defined on a polyhedral domain
Minisymposium ‘Solvers for nonsmooth PDE systems’ at the 30th Biennial Numerical Analysis Conference · Glasgow, United Kingdom · June 2025
A priori and a posteriori error analysis for an optimal insulation problem defined on a polyhedral domain
Conference on Advanced Numerical Schemes for Challenging PDEs, City University of Hong Kong · Hong Kong, China · June 2025
A priori and a posteriori error analysis for an optimal insulation problem defined on a polyhedral domain
Workshop Nonlinear Bending II · Freiburg, Germany · May 2025
Analysis and numerics for a simplified model for smart fluids
Applied Mathematics Seminar, Inha University · Incheon, Republic of Korea (online) · March 2025
Analysis and numerics for a simplified model for smart fluids
Computational and Applied Mathematics Seminar, Monash University · Melbourne, Australia · March 2025
Analysis and numerics for smart fluids
Seminar ‘Mathematical Optimization / Non-smooth Variational Problems and Operator Equations’ (WIAS) · Berlin, Germany · March 2025
Fully-discrete finite element approximation of a simplified model for smart fluids: a (weak) convergence analysis
Numerics Seminar, University of Pisa · Pisa, Italy · March 2025
Error analysis for a finite element approximation of a simplified model for smart fluids: an error analysis
Seminar of the Numerics Group · Chemnitz, Germany · December 2024
Error analysis for a finite element approximation of a simplified model for smart fluids: an error analysis
‘(Non)local (non)linear Workshop’ at the Charles University in Prague · Prague, Czech Republic · November 2024
A finite element approximation of a simplified model for smart fluids: an error analysis
Numerics Seminar, University of Pisa · Pisa, Italy · October 2024
Fully-discrete finite element approximation of an unsteady electro-rheological fluid flow model: a (weak) convergence analysis
Conference in honor of the 60th birthday of Michael Růžička and Guofang Wang · Freiburg im Breisgau, Germany · October 2024
Numerical methods for smart fluids
Conference ‘Modelling, PDE analysis and computational mathematics in material science’ at the Charles University in Prague · Prague, Czech Republic · September 2024
Error analysis for convex minimization problems based on (discrete) convex duality
Lecture series at the Department of Applied Mathematics at the University of Freiburg · Freiburg im Breisgau, Germany · August 2024
Error analysis for convex minimization problems based on (discrete) convex duality
Spring School 2024 of SFB 1481 ‘Sparsity and Singular Structures’ at the RWTH Aachen University · Kloster Kleinfeld, Germany · May 2024
Error analysis for a local discontinuous Galerkin approximation for systems of p-Navier–Stokes type
Seminar of the University center for mathematical modeling, applied analysis and computational mathematics at the Charles University in Prague · Prague, Czech Republic · April 2024
Error analysis for a local discontinuous Galerkin approximation for systems of p-Navier–Stokes type
Workshop ‘Advanced Finite Element Methods for Nonlinear PDEs‘ · Sanya, China · March 2024
Pseudo-monotone operator theory for electro-rheological fluids
Analysis Seminar, University of Pisa · Pisa, Italy · February 2024
Numerically practicable a posteriori error analysis based on (discrete) convex duality
Seminar of the Partial Differential Equations Group, Technical University of Berlin · Berlin, Germany · December 2023
Pseudo-monotone operator theory for electro-rheological fluids
Workshop ‘Critical phenomena in Nonlinear Partial Differential Equations, Harmonics analysis, and functional inequalities – in honor of Professor Takayoshi Ogawa's 60th birthday‘, Sendai International Center · Sendai, Japan · November 2023
Error analysis for a local discontinuous Galerkin approximation for systems of p-Navier–Stokes type
Minisymposium ‘Nonlinear problems in fluid mechanics and related problems’ at the ENUMATH 2023 · Lisbon, Portugal · September 2023
Error analysis for a local discontinuous Galerkin approximation for systems of p-Navier–Stokes type
Minisymposium ’Interplay of Numerical and Analytical Methods in Nonlinear PDEs’ at the ICIAM 2023 · Tokyo, Japan · August 2023
A posteriori error estimation via (discrete) convex duality and applications
Workshop ‘Jena-Augsburg-Meeting (JAM) on Numerical Analysis’, University of Augsburg · Augsburg, Germany · June 2023
Pseudo-monotone operator theory for electro-rheological fluids
Seminar of the Partial Differential Equations Group, Technical University of Berlin · Berlin, Germany · May 2023
Numerically practicable a posteriori error analysis based on (discrete) convex duality
Workshop ‘Numerik in BaWü’, Department of Applied Mathematics, University of Freiburg · Freiburg im Breisgau, Germany · April 2023
Theory of pseudo-monotone operators for unsteady problems in variable exponent spaces
Seminar of the Numerics Group, University of Tübingen · Tübingen, Germany · February 2023
Theory of pseudo-monotone operators for unsteady problems in variable exponent spaces
Seminar of the Numerics Group ‘Bi.discrete’, University of Bielefeld · Bielefeld, Germany · November 2022
A posteriori error estimation based on (discrete) convex duality relations
Seminar of the Department of Mechanics, University of Oslo/Simula Research Laboratory · Oslo, Norway · September 2022
Explicit and efficient error estimation for convex minimization problems
Minisymposium ‘Approximating and discretizing with structure’ at the CMAM2022, Technical University of Vienna · Vienna, Austria · August 2022
A posteriori error estimation based on (discrete) convex duality relations
Workshop ‘BI.discrete22’, University of Bielefeld · Bielefeld, Germany · August 2022
A posteriori error estimation based on (discrete) convex duality relations
Seminar of the Partial Differential Equations Group, Technical University of Berlin · Berlin, Germany · July 2022
Explicit and efficient error estimation for convex minimization problems
Colloquium of the Research Training Group ‘IntComSin’, University of Regensburg · Regensburg, Germany · July 2022
