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Srivastava and Gupta (2007) studied an EOQ model for deteriorating items with constant deterioration rate, both the constant and time-dependent demand rate and no-shortages.
The inventory models for deteriorating items with constant deterioration rate and exponential demand rate are established by Hollter and Mak (1983) and Ouyang et al.
Yang and Wee (2002) developed a multi-lot-size production and inventory model for deteriorating items with constant production and demand rates.
Some researchers assumed that inspection is done for all items with constant rate and cost of inspection; however, some other researchers considered other possibilities, for example, Konstantaras et al. (2012), Wahab and Jaber (2010) worked on the learning impacts on inspection.
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The model can be extended in several ways, for example, we may consider the deteriorating items with a constant deterioration rate.
Yang (2004) presented a two-warehouse inventory model with constant deteriorating items, constant demand rate and shortages under inflation.
Second, we also expected specific differences for neglect patients when comparing the processing of selected within- and between-decade items with numerical distance held constant.
Faster processing of within- as compared to between-decade items (with numerical distance held constant) and an enhanced unit-decade compatibility effect indexed more intense processing of the rightward unit digit within the object of a two-digit number.
For this assessment we used a discretization step with 10 items and constant planted biclusters based on all frequent patterns.
Recently, Krommyda et al. (2015), Salameh et al. (2014), Rasouli and NakhaiKamalabadi (2014), and Gerchack and Grosfeld (1999) developed inventory model for two substitutable item with deterministic demand, constant holding cost and fixed ordering cost but no one considered the effect of deterioration in inventory decision of substitutable items.
We analyse an inventory system with Poisson demands stocking perishable items having constant hazard rates.
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