2004•Unpublished venueRequires access

Extended simulated annealing for augmented TSP and multi-salesmen TSP

Chihwa Song, Kyunghee Lee, Keon Myung Lee

Open publisher page 67 citations

Abstract

An extended simulated annealing (ESA), based on grand canonical ensemble (GCE), is proposed. An ESA is used to solve the augmented traveling salesman problems (ATSP) and the multiple traveling salesmen problems. Experimental results show that ESA has salient features such as simplicity and ability to find high-quality solutions as simulated annealing has.

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What this paper is about

An extended simulated annealing (ESA), based on grand canonical ensemble (GCE), is proposed. An ESA is used to solve the augmented traveling salesman problems (ATSP) and the multiple traveling salesmen problems. Experimental results show that ESA has salient features such as simplicity and ability to find high-quality solutions as simulated annealing has.

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OpenAlex reports 67 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

An extended simulated annealing (ESA), based on grand canonical ensemble (GCE), is proposed. An ESA is used to solve the augmented traveling salesman problems (ATSP) and the multiple traveling salesmen problems. Experimental results show that ESA has salient features such as simplicity and ability to find high-quality solutions as simulated annealing has.

Key concepts: Travelling salesman problem, Simulated annealing, Annealing (glass), Salient, Computer science, Mathematical optimization, Algorithm, Mathematics

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