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May 19, 2021
A Novel Integer Linear Programming Formulation for Job-Shop Scheduling Problems
Anbang Liu , Peter Luh , Bing Yan , et al.
March 03, 2021
A Novel Integer Linear Programming Formulation for Job-Shop Scheduling Problems
Anbang Liu , Peter Luh , Bing Yan , et al.
March 06, 2023
Integrating Machine Learning and Mathematical Optimization for Job Shop Scheduling
Anbang Liu , Peter Luh , Kailai Sun , et al.
December 30, 2022
Synergistic Integration of Machine Learning and Mathematical Optimization for Unit Co...
JIANGHUA WU , Peter Luh , Yonghong Chen , et al.
April 07, 2022
Security-Constrained Unit Commitment for Electricity Market: Modeling, Solution Metho...
Yonghong Chen , Feng Pan , Feng Qiu , et al.
June 22, 2022
Novel Quality Measure and Efficient Resolution of Convex Hull Pricing for Unit Commit...
Mikhail Bragin , Peter Luh , Bing Yan , et al.
May 08, 2021
A novel optimization approach for sub-hourly unit commitment with large numbers of un...
JIANGHUA WU , Peter Luh , Yonghong Chen , et al.
February 21, 2021
Exploiting Soft Constraints within Decomposition and Coordination Methods for Sub-hou...
Niranjan Raghunathan , Mikhail Bragin , Bing Yan , et al.
January 26, 2021
An Innovative Formulation Tightening Approach for Job-Shop Scheduling
Bing Yan , Mikhail Bragin , Peter Luh , et al.
February 17, 2021
Distributed and Asynchronous Coordination of a Mixed-Integer Linear System via Surrog...
Mikhail Bragin , Peter Luh , Bing Yan , et al.