activity
20242026
most citedAverage Distance of Random Bipartite Matching in One-dimensional Space and Networks

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

collaborators

5 papers

math.OC2026

Deterministic and Random Bipartite Matching on General Networks: Convex Flow Reformulation, Asymptotic Properties, and Fast Algorithms

Yuhui Zhai, Yanfeng Ouyang

Minimum-distance bipartite matching on general networks has numerous applications various fields. This paper first focuses on deterministic problems and presents an exact edgewise-…

cs.RO2025

Developing Fundamental Diagrams for Urban Air Mobility Traffic Based on Physical Experiments

Hang Zhou, Yuhui Zhai, Shiyu Shen +3

Urban Air Mobility (UAM) is an emerging application of unmanned aerial vehicles that promises to reduce travel time and alleviate congestion in urban transportation systems. As dro…

math.OC2025

Dynamic Random Bipartite Matching under Spatiotemporal Heterogeneity: General Models and Application to Mobility Services

Shiyu Shen, Yanfeng Ouyang

This paper explores a variant of bipartite matching problem, referred to as the Spatiotemporal Random Bipartite Matching Problem (ST-RBMP), that accommodates randomness and heterog…

math.OC2024★ 1 cited

Average Distance of Random Bipartite Matching in One-dimensional Space and Networks

Yuhui Zhai, Shiyu Shen, Yanfeng Ouyang

The bipartite matching problem is widely applied in the field of transportation; e.g., to find optimal matches between supply and demand over time and space. Recent efforts have be…

math.OC2024★ 1 cited

Expected Optimal Distances of Random Bipartite Matching in -dimensional Spaces: Approximate Formulas and Applications to Mobility Services

Shiyu Shen, Yuhui Zhai, Yanfeng Ouyang

Although many well-known algorithms can solve each bipartite matching problem instance efficiently, it remains an open question how one could estimate the expected optimal matching…