Pages that link to "Item:Q2781520"
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The following pages link to An optimal scaling law for finite element approximations of a variational problem with non-trivial microstructure (Q2781520):
Displaying 6 items.
- On the energy scaling behaviour of a singularly perturbed Tartar square (Q2069724) (← links)
- On scaling laws for multi-well nucleation problems without gauge invariances (Q2111505) (← links)
- A Two Well Liouville Theorem (Q3365401) (← links)
- The regularisation of the<i>N</i>-well problem by finite elements and by singular perturbation are scaling equivalent in two dimensions (Q3628299) (← links)
- On the energy scaling behaviour of singular perturbation models with prescribed dirichlet data involving higher order laminates (Q6138498) (← links)
- On the scaling of the cubic-to-tetragonal phase transformation with displacement boundary conditions (Q6616454) (← links)