Yumei Huo, Ph.D.
Affiliations: | 2005 | New Jersey Institute of Technology, Newark, NJ, United States |
Area:
Computer ScienceGoogle:
"Yumei Huo"Parents
Sign in to add mentorJoseph Y. Leung | grad student | 2005 | NJIT | |
(Some topics on deterministic scheduling problems.) |
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Publications
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Huo Y. (2019) Parallel machine makespan minimization subject to machine availability and total completion time constraints Journal of Scheduling. 22: 433-447 |
Huo Y, Zhao H. (2018) Two machine scheduling subject to arbitrary machine availability constraint Omega-International Journal of Management Science. 76: 128-136 |
Huo Y, Zhao H. (2015) Total completion time minimization on multiple machines subject to machine availability and makespan constraints European Journal of Operational Research. 243: 547-554 |
Huo Y, Reznichenko B, Zhao H. (2014) Minimizing total weighted completion time with an unexpected machine unavailable interval Journal of Scheduling. 17: 161-172 |
Huo Y. (2014) Makespan minimization on multiple machines subject to machine unavailability and total completion time constraints Lecture Notes in Computer Science (Including Subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics). 8546: 56-65 |
Huo Y, Zhao H. (2013) Bi-criteria scheduling on multiple machines subject to machine availability constraints Lecture Notes in Computer Science (Including Subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics). 7924: 325-338 |
Fu B, Huo Y, Zhao H. (2012) Coordinated scheduling of production and delivery with production window and delivery capacity constraints Theoretical Computer Science. 422: 39-51 |
Huo Y, Zhao H. (2011) Bicriteria scheduling concerned with makespan and total completion time subject to machine availability constraints Theoretical Computer Science. 412: 1081-1091 |
Fu B, Huo Y, Zhao H. (2011) Approximation schemes for parallel machine scheduling with availability constraints Discrete Applied Mathematics. 159: 1555-1565 |
Huo Y, Leung JYT. (2010) Fast approximation algorithms for job scheduling with processing set restrictions Theoretical Computer Science. 411: 3947-3955 |