Strijbosch L.W.G.

L.W.G. Strijbosch

Information about the author L.W.G. Strijbosch will soon be added to the site.
Found 9 papers in total
Hierarchical estimation as a basis for hierarchical forecasting
Hierarchical estimation as a basis for hierarchical forecasting
2008
In inventory management, hierarchical forecasting (HF) is a hot issue: families of...
Modified normal demand distributions in (R, S)-inventory control
Modified normal demand distributions in (R, S)-inventory control
2006
To model demand, the normal distribution is by far the most popular; the disadvantage...
Cyclic production–inventory planning and control in the pre-Deco industry: A case study
Cyclic production–inventory planning and control in the pre-Deco industry: A case study
2006
Precise production–inventory planning and control (PIPC) is an essential...
The impact of unknown demand parameters on (R,S)-inventory control performance
The impact of unknown demand parameters on (R,S)-inventory control performance
2005
For a given inventory control system and a known stationary demand pattern, it is...
Exact fill rates for (R,s,S) inventory control with gamma distributed demand
Exact fill rates for (R,s,S) inventory control with gamma distributed demand
2002
For the familiar ( R,s,S ) inventory control system only approximate expressions exist...
Cyclical packaging planning at a pharmaceutical company
Cyclical packaging planning at a pharmaceutical company
2002
The total yearly costs of medicine usage in The Netherlands are increasing year after...
A combined forecast–inventory control procedure for spare parts
A combined forecast–inventory control procedure for spare parts
2000
This paper examines the performance of two different ( s, Q ) inventory models, namely...
A note on the kinks at the mean variance frontier
A note on the kinks at the mean variance frontier
1999
In this paper the standard portfolio case with short sales restrictions is analyzed....
Modelling (s,Q) inventory systems: Parametric versus non-parametric approximations for the lead time demand distribution
Modelling (s,Q) inventory systems: Parametric versus non-parametric approximations for the lead time demand distribution
1992
In the practice of inventory management the identification of the shape of the lead...
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