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Optimization by Simulated Annealing (1983) [2331 citations — 2 self]

by S. Kirkpatrick ,  C. D. Gelatt ,  Jr. ,  M. P. Vecchi
Science
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Abstract:

this article we briefly review the central constructs in combinatorial opti- mization and in statistical mechanics and then develop the similarities between the two fields. We show how the Metropolis algorithm for approximate numerical simulation of the behavior of a manybody system at a finite temperature provides a natural tool for bringing the techniques of statistical mechanics to bear on optimization. We have applied this point of view to a number of problems arising in optimal design of computers. Applications to partitioning, component placement, and wiring of electronic systems are de- scribed in this article. In each context

Citations

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5 Computers and lntractability: A guide to the theory of NP-completeness – Garey, Johnson - 1979
1 Combinatorial Optimization (Holt. Rineharl – Lawlor - 1976
1 The Desi,n and Analysis oj Computer Algorithms (Addison-Wesley – Hopcroft, Ullman - 1974
1 Computers and Intrartubilitj,: A Guide to the Theory uf' NPCompletmess (Freeman – Garey, Johnson - 1979
1 Networks 5, 33 – Lin - 1975
1 10. For review articles, see – Plzj's - 1977
1 tal Sy~terns (Prentice-Hall, Engelwood Cliffs – Ed, Raymond, et al. - 1981
1 paper presented at the European Conference on 17 – Kirkpatrick, Rev - 1977
1 HammersBone Cell Differentiation and Growth Factors – Warren - 1969
1 29. V. Cerny has described an approach to the traveling salesman problem similar to ours in a manuscrivt received after this article was submitted f& publication – J - 1965