Ye Xia, Ph.D.
Affiliations: | 2003 | University of California, Berkeley, Berkeley, CA, United States |
Area:
Electronics and Electrical EngineeringGoogle:
"Ye Xia"Parents
Sign in to add mentorDavid Ngar Ching Tse | grad student | 2003 | UC Berkeley | |
(Design and analysis of modern network transport protocol.) |
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Publications
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Zheng X, Xia Y. (2019) Exploring mixed integer programming reformulations for virtual machine placement with disk anti-colocation constraints Performance Evaluation. 135: 102035 |
Wang Y, Xia Y. (2018) I-CSMA: A Link-Scheduling Algorithm for Wireless Networks Based on Ising Model Ieee Transactions On Control of Network Systems. 5: 1038-1050 |
Xia Y, Tsugawa M, Fortes JAB, et al. (2017) Large-Scale VM Placement with Disk Anti-Colocation Constraints Using Hierarchical Decomposition and Mixed Integer Programming Ieee Transactions On Parallel and Distributed Systems. 28: 1361-1374 |
Wang Y, Xia Y. (2017) Improving the queue size and delay performance with the I-CSMA link scheduling algorithm Computer Networks. 122: 105-119 |
Zheng X, Cho C, Xia Y. (2015) Algorithms and Stability Analysis for Content Distribution over Multiple Multicast Trees Ieee Transactions On Parallel and Distributed Systems. 26: 1217-1227 |
Zheng X, Xia Y. (2015) Optimizing network objectives in collaborative content distribution Computer Networks. 91: 244-261 |
Zheng X, Cho C, Xia Y. (2015) Content distribution by multiple multicast trees and intersession cooperation Computer Networks. 83: 100-117 |
Yun Y, Xia Y, Behdani B, et al. (2013) Distributed Algorithm for Lifetime Maximization in a Delay-Tolerant Wireless Sensor Network with a Mobile Sink Ieee Transactions On Mobile Computing. 12: 1920-1930 |
Behdani B, Smith JC, Xia Y. (2013) The lifetime maximization problem in wireless sensor networks with a mobile sink: mixed-integer programming formulations and algorithms Iie Transactions. 45: 1094-1113 |
Li B, Boyaci C, Xia Y. (2012) Performance guarantee under longest-queue-first schedule in wireless networks Ieee Transactions On Information Theory. 58: 5878-5889 |