Locatelli: Algoritmi di ottimizzazione globale

Locatelli, Marco:
Algoritmi di ottimizzazione globale
Bollettino dell'Unione Matematica Italiana Serie 8 1-A (1998) —La Matematica nella Società e nella Cultura, fasc. n.1S —Supplemento Tesi di Dottorato, p. 189-192, Unione Matematica Italiana (Italian)
pdf (709 Kb), djvu (88 Kb). | MR1664140 | Zbl Zbl 0928.90088

Referenze Bibliografiche

[1] BELISLE C.J.P., Convergence Theorems for a Class of Simulateci Annealing Algorithms on \( \mathcal{R}^{d} \), J. Appl. Prob., 29 (1992), 885-892. | MR 1188544 | Zbl 0765.65059

[2] CERNY V., Thermodynamical Approach to the Travelling Salesman Problem: An Efficient Simulation Algorithm, J. Optim. Theory Appl., 45 (1985), 41-51. | fulltext (doi) | MR 778156 | Zbl 0534.90091

[3] GELFAND S.B. e MITTER S.K., Metropolis-type annealing algorithms for global optimization in \( \mathcal{R}^{d} \), SIAM J. of Control and Optimization, 31, No. 1 (1993), 111-131. | fulltext (doi) | MR 1200226 | Zbl 0814.65059

[4] HAJEK B., Cooling schedules for optimal annealing, Mathematics of Operations Research, 13 (1988), 311-329. | fulltext (doi) | MR 942621 | Zbl 0652.65050

[5] HORST R. e TUY H., Global optimization: deterministic approaches, (second edition), Springer-Verlag (1992). | MR 1102239 | Zbl 0704.90057

[6] HORST R. e PARDALOS P. (editori), Handbook of global optimization, Kluwer Academic Publishers (1995). | MR 1377081 | Zbl 0805.00009

[7] KIRKPATRICK S., GELATT C.D. e VECCHI M.P., Optimization by Simulated Annealing, Science, 220 (1983), 671-680. | fulltext (doi) | MR 702485 | Zbl 1225.90162

[8] KUSHNER H., A versatile stochastic model of a function of unknown and time varying form, Journal of Math. Anal. Appl., 5 (1962), 150-167. | MR 141213 | Zbl 0111.33001

[9] METROPOLIS N., ROSENBLUTH A.W., ROSENBLUTH M.N. e TELLER A.H., Equation of State Calculations by Fast Computer Machines, J. Chem. Phys., 21 (1953), 1087.

[10] PARDALOS P.M. e SCHNITGER G., Checking local optimality in constrained quadratic programming is NP-hard, Operations Research Letters, 7 (1988), 33-35. | fulltext (doi) | MR 936349 | Zbl 0644.90067

[11] RINNOOY KAN A.H.G. e TIMMER G., Stochastic global optimization methods. Part i: clustering methods, Mathematical Programming, 39 (1987), 27-56. | fulltext (doi) | MR 909007 | Zbl 0634.90066

[12] RINNOOY KAN A.H.G. e TIMMER G., Stochastic global optimization methods. Part ii: multi level methods, Mathematical Programming, 39 (1987), 57-78. | fulltext (doi) | MR 909008 | Zbl 0634.90067

[13] ZILINSKAS A., One-step Bayesian method of the search for extremum of an one-di-mensional function, Cybernetics, 1 (1975), 139-144. | MR 416031 | Zbl 0315.90035

bdim: Biblioteca Digitale Italiana di Matematica

Un progetto SIMAI e UMI

Referenza completa

Referenze Bibliografiche