Yu-Chi Ho
Affiliations: | Harvard University, Cambridge, MA, United States |
Area:
MathematicsWebsite:
http://people.seas.harvard.edu/~ho/Google:
"Yu-Chi Ho"Parents
Sign in to add mentor| Arthur E. Bryson | grad student | 1961 | Harvard | |
| (A Study of the Optimal Control of Dynamic Systems) | ||||
| Kumpati S. Narendra | grad student | 1961 | Harvard (E-Tree) | |
Children
Sign in to add trainee| Rangasami L. Kashyap | grad student | 1965 | Harvard (E-Tree) |
| Ashok K. Agrawala | grad student | 1970 | Harvard (Computer Science Tree) |
| Peter B. Luh | grad student | 1980 | Harvard (Computer Science Tree) |
| Paul Glasserman | grad student | 1988 | Harvard |
| Leyuan Shi | grad student | 1992 | Harvard (E-Tree) |
| Chun-Hung Chen | grad student | 1994 | Harvard (Management Tree) |
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Publications
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| Shen Z, Ho Y, Zhao Q. (2009) Ordinal Optimization and Quantification of Heuristic Designs Discrete Event Dynamic Systems. 19: 317-345 |
| Gao F, Ho Y. (2008) Random Approximated Greedy Search For Feature Subset Selection Asian Journal of Control. 6: 439-446 |
| Lau TWE, Ho Y. (2008) Super-Heuristics And Their Applications To Combinatorial Problems Asian Journal of Control. 1: 1-13 |
| Jia Q, Ho Y, Zhao Q. (2006) Comparison of selection rules for ordinal optimization Mathematical and Computer Modelling. 43: 1150-1171 |
| Ho Y, Jia Q, Zhao Q. (2006) The Equivalence between Ordinal Optimization in Deterministic Complex Problems and in Stochastic Simulation Problems Discrete Event Dynamic Systems. 16: 405-411 |
| Guan X, Song C, Ho Y, et al. (2006) Constrained Ordinal Optimization—A Feasibility Model Based Approach Discrete Event Dynamic Systems. 16: 279-299 |
| Song C, Guan X, Zhao Q, et al. (2005) Machine Learning Approach for Determining Feasible Plans of a Remanufacturing System Ieee Transactions On Automation Science and Engineering. 2: 262-275 |
| Ho Y. (2005) On centralized optimal control Ieee Transactions On Automatic Control. 50: 537-538 |
| Lin S, Ho Y, Lin C. (2004) An ordinal optimization theory-based algorithm for solving the optimal power flow problem with discrete control variables Ieee Transactions On Power Systems. 19: 276-286 |
| Ho Y, Zhao Q, Pepyne DL. (2003) The no free lunch theorems: complexity and security Ieee Transactions On Automatic Control. 48: 783-793 |