The following pages link to Counting the onion (Q4459587):
Displaying 14 items.
- The layer number of \(\alpha \)-evenly distributed point sets (Q785830) (← links)
- Dynamic ham-sandwich cuts in the plane (Q1025301) (← links)
- Onion polygonizations (Q1351597) (← links)
- On separating points by lines (Q1985301) (← links)
- New estimates for convex layer numbers (Q2032744) (← links)
- Expected size of random Tukey layers and convex layers (Q2123288) (← links)
- The limit shape of convex hull peeling (Q2217876) (← links)
- Counting triangulations and other crossing-free structures via onion layers (Q2351010) (← links)
- Peeling the grid (Q2848527) (← links)
- Grid peeling and the affine curve-shortening flow (Q5232728) (← links)
- An application of the onion peeling algorithm for fingerprint verification purposes (Q5490150) (← links)
- Limit theory for the first layers of the random convex hull peeling in the unit ball (Q6090874) (← links)
- Hamilton-Jacobi scaling limits of Pareto peeling in 2D (Q6145689) (← links)
- Eikonal depth: an optimal control approach to statistical depths (Q6620132) (← links)
