5 citations · 8 across the 8 of their papers we have counts for
7 papers
Occupation measure relaxations in variational problems: the role of convexity
Didier Henrion, Milan Korda, Martin Kružík +1
This work addresses the occupation measure relaxation of calculus of variations problems, which is an infinite-dimensional linear programming relaxation amenable to numerical appro…
Generalized Minimizing Movements for the varifold Canham-Helfrich flow
Katharina Brazda, Martin Kružík, Ulisse Stefanelli
The gradient flow of the Canham-Helfrich functional is tackled via the Generalized Minimizing Movements approach. We prove the existence of solutions in Wasserstein spaces of varif…
Elastoplastic deformations of layered structures
Daria Drozdenko, Michal Knapek, Martin Kružík +3
We formulate a large-strain model of single-slip crystal elastoplasticity in the framework of energetic solutions. Numerical performance of the model is compared with lab experimen…
On the existence of minimisers for strain-gradient single-crystal plasticity
Keith Anguige, Patrick Dondl, Martin Kružík
We prove the existence of minimisers for a family of models related to the single-slip-to-single-plane relaxation of single-crystal, strain-gradient elastoplasticity with -har…
Generalized -Young measures and relaxation of problems with linear growth
Margarida Baia, Stefan Krömer, Martin Kružík
We completely characterize generalized Young measures generated by sequences of gradients of maps from where . This extends and completes previous a…
Quasistatic evolution of magnetoelastic thin films via dimension reduction
Martin Kružík, Ulisse Stefanelli, Chiara Zanini
A rate-independent model for the quasistatic evolution of a magnetoelastic thin film is advanced and analyzed. Starting from the three-dimensional setting, we present an evolutiona…