Title:
Tabu Search for Scheduling Problems (master's thesis)
Advisor:
Arnold Neumaier
(co-advisor
Fred Glover)
Date:
April 1999
Abstract:
We apply a tabu search method to a scheduling problem of a company producing cables for cars: The task is to determine on what machines and in which order the cable jobs should be produced in order to save time and money.
First the problem is modeled as a combinatorial optimization problem.
We then describe several meta-heuristic search algorithms in general
and explain why they are often used to tackle these types of optimization
problems. We also mention NP-completeness in this context.
We employ a tabu search algorithm as an approach to solve the specific
problem of the company, adapt various intensification as well as
diversification strategies within the algorithm, and demonstrate how these
different implementations improve the results.
Moreover, we show how the computational cost can be reduced drastically from
O(n^3) (naive implementation) to O(n) (smart implementation)
by exploiting the specific structure of the problem
(n refers to the number of cable orders).
Download thesis: (pdf)
(in german)