A MAP/PH/1 Production Inventory Model with Perishable Items and Dependent Retrials

This article studies a perishable inventory system with production unit. The process is governed by (s, S) policy and it exponentially distributed. primary arrival follows Markovian process(MAP) the service time phase-type distributed random variable. inventoried items are subject to decay linear rate. A newly arriving customer realizes that running out of stock or server busy either moves infinite waiting space pre-assigned probability exit complementary probability. Customers in make retrials access free at If upon retrial, customers go back orbit different pre-defined probabilities according level corresponding probabilities. analysed using Matrix Analytic Method(MAM) findings numerically illustrated.