Publication Date

2008

Document Type

Thesis

Committee Members

Frank Ciarallo (Committee Member), Raymond Hill (Committee Member), Xinhui Zhang (Advisor)

Degree Name

Master of Science in Engineering (MSEgr)

Abstract

Delivery operations use centralized warehouses to serve geographically distributed customers. Resources (e.g. personnel, trucks, stock, and equipment) are scheduled from the warehouses to distributed locations with the aim of: (a) meeting customer demands and, (b) rationalizing delivery operation costs. My thesis investigates the problem of clustering customers based on their geographical vicinity and their multi-period demands, while optimally scheduling resources. The problem addresses with-and-without capacity constraints of vehicles at the warehouse. This problem is proven to be NP-Hard. Hence, solutions using state-of-the-art exact methods such as branch and bound are not pertinent due to the computation complexity involved. We develop a K-means clustering algorithm for the initial solution and a tabu search heuristic that combines three advanced neighborhood search algorithms: (i) shift move, (ii) shift move with supernodes, and (iii) ejection chain with supernodes, to accelerate convergence.

Page Count

60

Department or Program

Department of Biomedical, Industrial & Human Factors Engineering

Year Degree Awarded

2008


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