Prof. Dr. Manuel Friedrich

Professur für Angewandte Mathematik (Angewandte Analysis)

DISCRETE-TO-CONTINUUM LINEARIZATION IN ATOMISTIC DYNAMICS (2025) Friedrich M, Seitz M, Stefanelli U Journal article Stochastic homogenisation for functionals defined on asymptotically piecewise rigid functions (2025) Donnarumma AF, Friedrich M Journal article Variational Models with Eulerian–Lagrangian Formulation Allowing for Material Failure (2025) Bresciani M, Friedrich M, Mora-Corral C Journal article Geometric rigidity on Sobolev spaces with variable exponent and applications (2025) Almi S, Caponi M, Friedrich M, Solombrino F Journal article Two-well linearization for solid-solid phase transitions (2025) Davoli E, Friedrich M Journal article Atomistic-to-continuum convergence for quasi-static crack growth in brittle materials (2025) Friedrich M, Seutter J Journal article A characterization of ℓ1double bubbles with general interface interaction (2025) Friedrich M, Górny W, Stefanelli U Journal article STRONG EXISTENCE FOR FREE DISCONTINUITY PROBLEMS IN LINEAR ELASTICITY (2025) Friedrich M, Labourie C, Stinson K Journal article QUASISTATIC GROWTH OF CAVITIES AND CRACKS IN THE PLANE (2025) Bresciani M, Friedrich M Journal article Derivation of a von Kármán plate theory for thermoviscoelastic solids (2024) Badal R, Friedrich M, Machill L Journal article