Abstract
Consideration is given to the issues of optimization of the processes of treatment of materials with certain unknown initial characteristics. Supplementing of the definition of these unknown parameters can be considered as adaptation of a mathematical model.
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M. B. Gitman, P. V. Trusov, and S. A. Fedoseev,Izv. Ross. Akad. Nauk, Metally, No. 2, 72–76 (1996).
A. N. Borisov, A. V. Alekseev, G. V. Merkur’eva, et al.,Processing of Fuzzy Information in Decision-Making Systems [in Russian], Moscow (1989).
M. B. Gitman, P. V. Trusov, and S. A. Fedoseev, in:Proc. Int. Conf. "Application of Mathematical Modeling to the Solution of Problems in Science and Technology" [in Russian], Izhevsk (1996), pp. 81–84.
M. B. Gitman, P. V. Trusov, and S. A. Fedoseev, in:Mathematical Modeling of Systems and Phenomena [in Russian], Samara (1995), pp. 30–35.
G. Ya. Gun,Theoretical Foundations of Pressure Treatment of Metals (Elasticity Theory) [in Russian], Moscow (1980).
S. A. Fedoseev,Vestn. Permsk. Gos. Tekh. Univ., Raketn. Aviats. Tekh. (Perm’), No. 1, 93–97 (1997).
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Gitman, M.B., Trusov, P.V. & Fedoseev, S.A. Optimization of the processes of treatment of materials with supplementation of the definition of unknown random initial characteristics. J Eng Phys Thermophys 73, 615–624 (2000). https://doi.org/10.1007/BF02681806
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DOI: https://doi.org/10.1007/BF02681806