In a recent paper, a solution approach to the Maximum Happy Vertices Problem has been proposed. The approach is based on a constructive heuristic improved by a matheuristic local search phase. We propose a new procedure able to outperform the previous solution algorithm both in terms of solution quality and computational time. Our approach is based on simple ingredients implying as starting solution gen- erator an approximation algorithm and as an improving phase a new matheuristic local search. The procedure is then extended to a multi-start configuration, able to further improve the solution quality at the cost of an acceptable increase in compu- tational time.

A simple and effective algorithm for the maximum happy vertices problem / Ghirardi, Marco; Salassa, Fabio. - In: TOP. - ISSN 1134-5764. - ELETTRONICO. - 30:(2022), pp. 181-193. [10.1007/s11750-021-00610-4]

A simple and effective algorithm for the maximum happy vertices problem

Ghirardi, Marco;Salassa, Fabio
2022

Abstract

In a recent paper, a solution approach to the Maximum Happy Vertices Problem has been proposed. The approach is based on a constructive heuristic improved by a matheuristic local search phase. We propose a new procedure able to outperform the previous solution algorithm both in terms of solution quality and computational time. Our approach is based on simple ingredients implying as starting solution gen- erator an approximation algorithm and as an improving phase a new matheuristic local search. The procedure is then extended to a multi-start configuration, able to further improve the solution quality at the cost of an acceptable increase in compu- tational time.
2022
TOP
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11583/2906151