give more reliable fill rate calculations.
The calculations for both the cycle service level and the fill rate rely on demand probabilities. These may be over the review interval, the lead time, or the whole protection interval, and can be found from the probabilities of demand in a single period. The estimation of these probabilities is central to supply chain forecasting. Over the next two chapters, we examine different probability distributions that can be used to represent demand, and then move on to their forecasting requirements.
Technical Note
Note 3.1 Fill Rate Expression of Zhang and Zhang
Zhang and Zhang (2007) gave a formal mathematical justification for their measure. Here, we give a more informal explanation. Zhang and Zhang's fill rate measure for periodic review systems with review interval R, and OUT level S, is given in Eq. (3.5).
where
The amount subtracted from 1 represents the proportion of demand that is not satisfied. The denominator represents the average demand over the whole review interval (length
In the numerator, each unit of time in the review interval is analysed separately. For the first unit of time, denoted by
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