Jul 28, 2014 · We analyze extremal statistics in non-crossing configurations on the n vertices of a convex polygon. We prove that the maximum degree and ...

We analyze extremal statistics in non-crossing configurations on the n vertices of a convex polygon. We prove that the maximum degree and the largest ...

We obtain several properties of extremal statistics in non-crossing configurations with n vertices. We prove that the maximum degree and the largest ...

We analyze extremal statistics in non-crossing configurations on the n vertices of a convex polygon. We prove that the maximum degree and the largest ...

We obtain several properties of extremal statistics in non-crossing configurations with n vertices. ... c1. √ n < EDn < c2. √ n. Page 3. Extremal Statistics on ...

Jan 1, 2012 · We obtain several properties of extremal statistics in non-crossing configurations with n vertices. We prove that the maximum degree and the ...

The model of simply generated non-crossing partitions, which are, roughly speaking, chosen at random according to a sequence of weights, is introduced and a ...

We obtain several properties of extremal statistics in non-crossing configurations with n vertices. We prove that the maximum degree and the largest ...

International audience We obtain several properties of extremal statistics in non-crossing configurations with n vertices. We prove that the maximum degree ...

We analyze extremal statistics in non-crossing configurations on the n vertices of a convex polygon. We prove that the maximum degree and the largest ...