works on

From the 1 of 5 linked papers with an AI index.

activity
20242026
collaborators

5 papers

math.CO2026

Erdős-Ko-Rado-type problem for hypergraph matchings

Binwei Zhao, Tao Feng, Xiaomiao Wang +1

The paper determines the largest possible size of families of k‑matchings in complete r‑partite r‑uniform hypergraphs that intersect in at least t edges, and characterizes the extr…

math.CO2026

The maximum size of the partial ground set of skew Bollobás systems

Yu Fang, Tao Feng, Xiaomiao Wang

A skew Bollobás system is a collection of pairs of disjoint subsets of such that for any $1\leq i<j\leq m…

math.CO2025

Perfect difference families, perfect systems of difference sets and their applications

Hengrui Liu, Tao Feng, Xiaomiao Wang +1

Let be a positive odd integer. A -perfect difference family (PDF) is a collection of -subsets of such that the multiset $\bigcup…

math.CO2024

Variations on Bollobás systems of -partitions

Yu Fang, Xiaomiao Wang, Tao Feng

This paper investigates five kinds of systems of -partitions of , including symmetric Bollobás systems, strong Bollobás systems, Bollobás systems, skew Bollobás systems…

math.CO2024

Embedding arbitrary edge-colorings of hypergraphs into regular colorings

Xiaomiao Wang, Tao Feng, Shixin Wang

For , an -factorization of the complete -fold -uniform -vertex hypergraph is a partition of the edges of into…