The following pages link to Edge fluctuations of limit shapes (Q2273203):
Displaying 15 items.
- Asymptotic shapes with free boundaries (Q661310) (← links)
- A periodic hexagon tiling model and non-Hermitian orthogonal polynomials (Q778826) (← links)
- The two-periodic Aztec diamond and matrix valued orthogonal polynomials (Q2031663) (← links)
- Global fluctuations for multiple orthogonal polynomial ensembles (Q2066024) (← links)
- Local geometry of the rough-smooth interface in the two-periodic Aztec diamond (Q2134288) (← links)
- A singular Toeplitz determinant and the discrete tacnode kernel for skew-Aztec rectangles (Q2135270) (← links)
- Correlation functions for determinantal processes defined by infinite block Toeplitz minors (Q2326659) (← links)
- Confinement of Brownian polymers under geometric area tilts (Q2631863) (← links)
- Universal edge fluctuations of discrete interlaced particle systems (Q4557727) (← links)
- Equivalent symmetric kernels of determinantal point processes (Q5019003) (← links)
- Double interlacing in random tiling models (Q5885719) (← links)
- A numerical study of two-point correlation functions of the two-periodic weighted Aztec diamond in mesoscopic limit (Q6084679) (← links)
- Edge statistics for Lozenge tilings of polygons. I: Concentration of height function on strip domains (Q6145692) (← links)
- On the domino shuffle and matrix refactorizations (Q6165432) (← links)
- Pearcey universality at cusps of polygonal lozenge tilings (Q6587589) (← links)
