Received 30.08.2013, Revised 05.11.2013, Accepted 10.12.2013

Solving the quadratic assignment problem using the local optima method

Yuriy Zorin, Serhii Podolskyi

The paper presents a new heuristic algorithm for the quadratic assignment problem. Unlike existing heuristic algorithms that require a few input parameters setting, the proposed algorithm uses only one parameter and is based on the idea of exploiting a combination of different local optima in the neighborhood of the  two elements permutations. At the same time it allows to obtain solutions of better quality in slightly lesser time compared to the known algorithms

quadratic assignment problem, heuristic algorithm, combinatorial optimization, local minimum
37-41
Zorin, Yu., & Podolskyi, S. (2013). Solving the quadratic assignment problem using the local optima method. Information Technologies and Computer Engineering, 10(3), 37-41.

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