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- W2497051301 abstract "The standardization problem studied in this paper can be described as follows. There are n components. The component i is characterized by a certain parameter U(i) (for example: the braking capacity). The set of components can be completely ordered so that U(i)<U(i+1). Function f can be performed by any component c such that Ufmin ≤ U(i) ≤ Ufmax. It is assumed that per-period costs associated with each component are concave. The problem is to determine the optimal assignment of components to functions with exactly one component assigned to each function. We present three cases, realistic from a practical standpoint, each of which can be solved polynomially by dynamic programming." @default.
- W2497051301 created "2016-08-23" @default.
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- W2497051301 date "2002-01-01" @default.
- W2497051301 modified "2023-09-23" @default.
- W2497051301 title "Standardisation d'une famille ordonnée de composants dont le coût d'obtention est concave" @default.
- W2497051301 cites W2120280049 @default.
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