Title
Single Machine Preemptive Scheduling for Tardiness Related Objectives: Exact Methods and Heuristics
Publication Date
2017-04-17
Availability
Embargoed
Embargo Period
2019-04-17
Degree Type
Dissertation
Degree Name
Doctor of Philosophy (PHD)
Department
Industrial Engineering (Engineering)
Date of Defense
2017-03-22
First Committee Member
Murat Erkoc
Second Committee Member
Nazrul Shaikh
Third Committee Member
Shihab S. Asfour
Fourth Committee Member
Harihara P. Natarajan
Abstract
We explore a set of diverse tardiness related problems for single machine preemptive scheduling in their most general forms, and for each one of these problems we compare the performance of different solution approaches. We start by comparing the performance of two proposed heuristics versus the conventional modeling approach for the solution of the Total Weighted Tardiness problem with and without overtime capacity allocation. We continue the discussion focusing only on exact methods, and we do this by comparing the performance between the conventional model and an advanced model that borrows from the aggregate planning paradigm. We conclude our discussion by comparing the conventional and advanced modeling approaches under a set of diverse tardiness related problems including: Total Weighed Tardiness, Total Weighted Completion, Total Weighted Earliness and Tardiness and Total Weighted Number of Tardy Jobs. Via numerical experimentation and analytical methods we show that the the proposed heuristics as well as the advanced modeling approaches are more efficient at obtaining good quality solutions than their corresponding conventional models. For larger size problems, the advanced modeling approach and the heuristics represent more efficient tools for generating optimal or near-optimal schedules to a variety of tardiness related problems.
Keywords
single machine; preemptive; weighted tardiness; weighted completion
Recommended Citation
Jaramillo, Fernando, "Single Machine Preemptive Scheduling for Tardiness Related Objectives: Exact Methods and Heuristics" (2017). Open Access Dissertations. 1832.
http://scholarlyrepository.miami.edu/oa_dissertations/1832