Pages that link to "Item:Q2216764"
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The following pages link to Maximal fluctuations around the Wulff shape for edge-isoperimetric sets in \({\mathbb{Z}}^d \): a sharp scaling law (Q2216764):
Displaying 11 items.
- Sharp \(N^{3/4}\) law for the minimizers of the edge-isoperimetric problem on the triangular lattice (Q683954) (← links)
- Emergence of rigid polycrystals from atomistic systems with Heitmann-Radin sticky disk energy (Q2021743) (← links)
- Continuum limits of discrete isoperimetric problems and Wulff shapes in lattices and quasicrystal tilings (Q2094293) (← links)
- Microscopical justification of solid-state wetting and dewetting (Q2121692) (← links)
- Maximal fluctuations on periodic lattices: an approach via quantitative Wulff inequalities (Q2181960) (← links)
- \(N^{3/4}\) law in the cubic lattice (Q2328712) (← links)
- Microscopical justification of the Winterbottom problem for well-separated lattices (Q6102083) (← links)
- Crystallinity of the Homogenized Energy Density of Periodic Lattice Systems (Q6109119) (← links)
- The double-bubble problem on the square lattice (Q6123799) (← links)
- Emergence of Wulff-crystals from atomistic systems on the FCC and HCP lattices (Q6135938) (← links)
- A proof of finite crystallization via stratification (Q6140934) (← links)