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Titlebook: A Theory of Supply Chains; Carlos F. Daganzo Book 2003 Springer-Verlag Berlin Heidelberg 2003 Conservation laws.Inventory control.Queuing

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Stability and Monotonicity Requirements,chen Literatur - abgesehen von einigen ausführlichen Auf­ sätzen in Zeitschriften über Einzelausführungen - nur spärliche An­ gaben, die teilweise durch die fortgeschrittene Entwicklung schon überholt sind. In dem schon in zwei Auflagen im Springer-Verlag erschienenen Buch "Hydraulische Schmiedepres
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https://doi.org/10.1007/978-981-99-5724-8stination-customers, possibly visiting intermediate suppliers and being altered or recombined in the process. Conservation rules at each supplier, define its outputs as a function of its inputs. The rates at which goods of different types flow over this network depend on the customer demand, the flo
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https://doi.org/10.1007/978-981-99-5724-8r demands, .. Policies that always yield non-negative orders (i.e., allow no cancellations) produce non-decreasing .-curves. They will be said to be “monotone”. Monotonicity is a desirable property in practical applications, and will be required of the algorithms developed in Chapter 5. We have alre
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https://doi.org/10.1007/978-981-99-5724-8ins; i.e., chains where suppliers use the same policy: . . .. Stability and monotonicity are desirable properties, but separate issues. Instability can lead to the bullwhip effect, and lack of monotonicity to order cancellations. Therefore, they are studied separately. Section 4.1 defines the two fo
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https://doi.org/10.1007/978-981-99-5724-8 discussed the monotonicity and reliability of linear order-based algorithms. However, it did not examine in detail the general (non-linear) case. To be useful, general policies should avoid negative orders, be reliable in the sense of (1.5), be strongly stable, and stay close to dynamic target inve
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