T. Le Minh

activity

20212026

most cited

U

-statistics on bipartite exchangeable networks

1 citations · 1 across the 3 of their papers we have counts for

collaborators

4 papers

math.ST2026

Uniform inference for $U$ -statistics of exchangeable arrays under degeneracy

Tâm LeMinh

Many $U$ -statistics of row-column exchangeable arrays become degenerate at natural null hypotheses: their convergence rates change and their limiting laws may or may not remain Gau…

math.PR2024

Characterization of the asymptotic behavior of $U$ -statistics on row-column exchangeable matrices

Tâm Le Minh

We consider $U$ -statistics on row-column exchangeable matrices, arrays invariant to separate permutations of rows and columns and common in bipartite data. Under the standard disso…

math.ST2023

Hoeffding-type decomposition for $U$ -statistics on bipartite networks

Tâm Le Minh, Sophie Donnet, François Massol +1

We consider a broad class of random bipartite networks, the distribution of which is invariant under permutation within each type of nodes. We are interested in $U$ -statistics defi…

math.PR2021★ 1 cited

$U$ -statistics on bipartite exchangeable networks

Tâm Le Minh

Bipartite networks with exchangeable nodes can be represented by row-column exchangeable matrices. A quadruplet is a submatrix of size $2 \times 2$ . A quadruplet $U$ -statistic is t…

Uniform inference for U-statistics of exchangeable arrays under degeneracy

Characterization of the asymptotic behavior of U-statistics on row-column exchangeable matrices

Hoeffding-type decomposition for U-statistics on bipartite networks

U-statistics on bipartite exchangeable networks

Uniform inference for $U$ -statistics of exchangeable arrays under degeneracy

Characterization of the asymptotic behavior of $U$ -statistics on row-column exchangeable matrices

Hoeffding-type decomposition for $U$ -statistics on bipartite networks

$U$ -statistics on bipartite exchangeable networks