Universal limits of substitution-closed permutation classes Page 1 DOI 10.4171/JEMS/993 J.
Eur. Math. Soc. 22, 3565–3639 © European Mathematical Society 2020 Frédérique Bassino …

In this paper, we study the asymptotics of the degree sequence of permutation graphs
associated with a sequence of random permutations. The limiting finite-dimensional …

We study proportions of consecutive occurrences of permutations of a given size.
Specifically, the limit of such proportions on large permutations forms a region, called …

Independence of permutation limits at infinitely many scales - ScienceDirect Skip to main
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We study proportions of consecutive occurrences of permutations of a given size.
Specifically, the limit of such proportions on large permutations forms a region, called\emph …

Erd\H os, Lov\'asz and Spencer showed in the late 1970s that the dimension of the region of
$ k $-vertex graph profiles, ie, the region of feasible densities of $ k $-vertex graphs in large …

Graphons are analytic objects representing limits of convergent sequences of graphs.
Lovász and Szegedy conjectured that every finitely forcible graphon, ie, any graphon …

A classical result of Erdős, Lovász and Spencer from the late 1970s asserts that the
dimension of the feasible region of densities of graphs with at most k vertices in large graphs …

For each certain" nice" piecewise linear function $ f:[0, 1]\to [0, 1] $, we consider a family of
growing Young diagrams $\{\lambda (f, N)\} _ {N= 1}^{\infty} $ by enlarging the region under …

A classical result of Erdos, Lovász and Spencer from the late 1970s asserts that the
dimension of the feasible region of densities of graphs with at most k vertices in large graphs …