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20222026
most citedComplexity of Eccentricities and All-Pairs Shortest Paths in the Quantum CONGEST Model

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

collaborators

5 papers

stat.ML2026

Core-Halo Decomposition: Decentralizing Large-Scale Fixed-Point Problems

Haixiang, Yang Xu, Jiefu Zhang +4

We study solving large-scale fixed-point equation \(x^\star=\bar F(x^\star)\) with decomposition. Standard strict decomposition assigns each agent a disjoint block and evaluates up…

cs.CC2025

A Lifting Theorem for Hybrid Classical-Quantum Communication Complexity

Xudong Wu, Guangxu Yang, Penghui Yao

We investigates a model of hybrid classical-quantum communication complexity, in which two parties first exchange classical messages and subsequently communicate using quantum mess…

cs.DC2024

Almost Optimal Algorithms for Token Collision in Anonymous Networks

Sirui Bai, Xinyu Fu, Xudong Wu +2

In distributed systems, situations often arise where some nodes each holds a collection of tokens, and all nodes collectively need to determine whether all tokens are distinct. For…

quant-ph2022★ 1 cited

Complexity of Eccentricities and All-Pairs Shortest Paths in the Quantum CONGEST Model

ChengSheng Wang, Xudong Wu, Penghui Yao

Computing the distance parameters of a network, including the diameter, radius, eccentricities and the all-pairs shortest paths (APSP) is a central problem in distributed computing…

cs.DC2022

Quantum Complexity of Weighted Diameter and Radius in CONGEST Networks

Xudong Wu, Penghui Yao

This paper studies the round complexity of computing the weighted diameter and radius of a graph in the quantum CONGEST model. We present a quantum algorithm that -approx…