Questions tagged [rq-inventory-model]
For questions related to the (r,Q) inventory model, in which stochastic demands reduce the inventory level over time, and when the inventory position reaches the reorder point (r), an order is placed of size Q.
7
questions
2
votes
1answer
41 views
Reorder point and safety stock for very long lead times
I have previously asked this problem here-Lead time longer than cycle time, but I keep getting more confused the more I think about it. Using the Q,R inventory model, suppose my mean monthly demand $\...
6
votes
1answer
80 views
Lead time longer than cycle time
I am trying to calculate the reorder point and safety stock for a pharmaceutical product. I am using this formula
$$r = \mu_{LTD} + z_\alpha\sigma_{LTD}. $$
$$SS = z_\alpha\sigma_{LTD}. $$
where,
$$...
4
votes
1answer
27 views
(Q,R) inventory policy with supplier disruptions
I am trying to understand the (Q,R) inventory policy with a type 1 service level and demand and lead time modelled as normal distributions. As far as I have understood, the assumption is that the ...
4
votes
1answer
114 views
Safety stock for log-normal distribution demand
I came across this example on how to model your lead time demand as a log-normal distribution and calculate the safety stock.
https://www.linkedin.com/pulse/why-you-keep-missing-your-service-level-...
3
votes
2answers
89 views
Inventory Theory
I've been doing a bit of inventory theory, and just wanted to know if I could interpret:
"Tim has decided to keep enough safety stock to prevent a shortage before the delivery arrives during 95 ...
10
votes
1answer
108 views
Approaches for choosing a “risk” factor in an Inventory Optimization problem?
I'm working on an Inventory Optimization (Allocation) problem.
The decision variable is the amount of inventory budget to allocate for each product, from a set of products. My objective is to ...
5
votes
1answer
58 views
Which EOQ-based $(r,Q)$ approximation has a fixed worst-case error bound?
There are two common approximations for the $(r,Q)$ inventory optimization problem that use the EOQ model. It is well known that one of them has a fixed worst-case error bound, but there is confusion ...
