Prof. Dr. Manuel Friedrich

Professur für Angewandte Mathematik (Angewandte Analysis)

Derivation of effective theories for thin 3D nonlinearly elastic rods with voids (2024) Friedrich M, Kreutz L, Zemas K Journal article Nonlocal-to-local limit in linearized viscoelasticity (2024) Friedrich M, Seitz M, Stefanelli U Journal article A fractional approach to strain-gradient plasticity: beyond core-radius of discrete dislocations (2024) Almi S, Caponi M, Friedrich M, Solombrino F Journal article A Proof of Finite Crystallization via Stratification (2023) Friedrich M, Kreutz L Journal article One-dimensional viscoelastic von Kármán theories derived from nonlinear thin-walled beams (2023) Friedrich M, Machill L Journal article Nonlinear and Linearized Models in Thermoviscoelasticity (2023) Badal R, Friedrich M, Kružík M Journal article Non-interpenetration conditions in the passage from nonlinear to linearized Griffith fracture (2023) Almi S, Davoli E, Friedrich M Journal article From atomistic systems to linearized continuum models for elastic materials with voids (2023) Friedrich M, Kreutz L, Zemas K Journal article Γ-convergence for Free-Discontinuity Problems in Linear Elasticity: Homogenization and Relaxation (2023) Friedrich M, Perugini M, Solombrino F Journal article The double-bubble problem on the square lattice (2023) Friedrich M, Górny W, Stefanelli U Journal article