Pages that link to "Item:Q532557"
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The following pages link to Asymptotic analysis of a second-order singular perturbation model for phase transitions (Q532557):
Displaying 17 items.
- Slow motion for the 1D Swift-Hohenberg equation (Q338440) (← links)
- Domain formation in membranes near the onset of instability (Q347068) (← links)
- Second order asymptotic development for the anisotropic Cahn-Hilliard functional (Q493229) (← links)
- Periodic phases in second-order materials (Q1288791) (← links)
- Dimension reduction and optimality of the uniform state in a phase-field-crystal model involving a higher-order functional (Q2303765) (← links)
- Sufficient conditions for global minimality of metastable states in a class of non-convex functionals: a simple approach via quadratic lower bounds (Q2348239) (← links)
- \(\Gamma\)-limit for a sharp interface model related to pattern formation on biomembranes (Q2682642) (← links)
- Singular perturbation models in phase transitions for second-order materials (Q2898360) (← links)
- Asymptotic analysis of second order nonlocal Cahn-Hilliard-type functionals (Q3130786) (← links)
- Second-Order Edge-Penalization in the Ambrosio--Tortorelli functional (Q3459659) (← links)
- Anisotropic free-discontinuity functionals as the <i>Γ</i>-limit of second-order elliptic functionals (Q4646824) (← links)
- Interfacial energy as a selection mechanism for minimizing gradient Young measures in a one-dimensional model problem (Q5107930) (← links)
- A Higher Order Asymptotic Problem Related to Phase Transitions (Q5470576) (← links)
- \(\Gamma\)-convergence and stochastic homogenisation of singularly-perturbed elliptic functionals (Q6134274) (← links)
- Γ-convergence and stochastic homogenisation of phase-transition functionals (Q6179091) (← links)
- A sharp interface limit of a nonlocal variational model for pattern formation in biomembranes (Q6540275) (← links)
- \(\Gamma\)-convergence and stochastic homogenization of second-order singular perturbation models for phase transitions (Q6655978) (← links)
