activity
20182022
most citedAsymptotic Enumeration of Graph Classes with Many Components

1 citations · 2 across the 5 of their papers we have counts for

collaborators

6 papers

math.PR2022

Cluster Statistics in Expansive Combinatorial Structures

Konstantinos Panagiotou, Leon Ramzews

We develop a simple and unified approach to investigate several aspects of the cluster statistics of random expansive (multi-)sets. In particular, we determine the limiting distrib…

math.PR2022

Expansive Multisets: Asymptotic Enumeration

Konstantinos Panagiotou, Leon Ramzews

Consider a non-negative sequence , where is slowly varying, , and . We investigate the coefficients of $G(x,…

math.CO2021★ 1 cited

Exact-size Sampling of Enriched Trees in Linear Time

Konstantinos Panagiotou, Leon Ramzews, Benedikt Stufler

Various combinatorial classes such as outerplanar graphs and maps, series-parallel graphs, substitution-closed classes of permutations and many more allow bijective encodings by so…

math.CO2020

Asymptotic Enumeration and Limit Laws for Multisets: the Subexponential Case

Konstantinos Panagiotou, Leon Ramzews

For a given combinatorial class we study the class satisfying the multiset construction, that is, any object in $\mathcal{G…

math.PR2018

Simply Generated Unrooted Plane Trees

Leon Ramzews, Benedikt Stufler

We study random unrooted plane trees with vertices sampled according to the weights corresponding to the vertex-degrees. Our main result shows that if the generating series of…

math.CO2018★ 1 cited

Asymptotic Enumeration of Graph Classes with Many Components

Konstantinos Panagiotou, Leon Ramzews

We consider graph classes in which every graph has components in a class of connected graphs. We provide a framework for the asymptotic study of $\lvert\…