activity
20162026
most citedEnumerative and bijective aspects of combinatorial maps: generalization, unification and application (PhD thesis)

1 citations · 2 across the 9 of their papers we have counts for

collaborators

25 papers

math.CO2026

Decomposition of Greedy Tamari Intervals and Bipartite Planar Maps

Philippe Biane, Wenjie Fang

The greedy Tamari poset, inspired by the well-studied Tamari lattice, was recently defined by Dermenjian in the more general setting of greedy -Tamari posets. Bousquet-Mélou and…

math.CO2026

On the area-depth symmetry on Łukasiewicz paths

Wenjie Fang

In an effort to further understanding -Catalan statistics, a new statistic on Dyck paths called was proposed in Pappe, Paul and Schilling (2022) and was shown…

math.CO2025

Asymptotic normality of embedding distributions of some families of graphs

Yichao Chen, Wenjie Fang, Zhicheng Gao +1

Computing the embedding distribution of a given graph is a fundamental question in topological graph theory. In this article, we extend our viewpoint to a sequence of graphs and co…

math.CO2025

Bivariate asymptotics via random walks: application to large genus maps

Andrew Elvey Price, Wenjie Fang, Baptiste Louf +1

We obtain bivariate asymptotics for the number of (unicellular) combinatorial maps (a model of discrete surfaces) as both the size and the genus grow. This work is related to two r…

math.CO2025

A new definition for m-Cambrian lattices

Clément Chenevière, Wenjie Fang, Corentin Henriet

The Cambrian lattices, introduced in (Reading, 2006), generalize the Tamari lattice to any choice of Coxeter element in any finite Coxeter group. They are further generalized to th…

math.CO2024

Maximal number of subword occurrences in a word

Wenjie Fang

We consider the number of occurrences of subwords (non-consecutive sub-sequences) in a given word. We first define the notion of subword entropy of a given word that measures the m…