TWO WAREHOUSE INVENTORY MODEL WITH UNCERTAIN INFORMATION FOR NON-INSTANTANEOUS DETERIORATING ITEM

The present paper is an attempt to examine the multi-item fuzzy profit maximization inventory model with noninstantaneous deterioration and constant demand. There are two warehouses one is situated at market place called as Own Warehouse (OW) and another is little away from market place called as Rented Warehouse (RW). The sale is conducted from OW and the sold items are replaced continuously by the items at RW where shortages are not allowed. Rate of deterioration, holding costs in warehouses, purchasing cost, mu are considered fuzzy number and are represented by triangular fuzzy numbers. The fuzzy model has been solved by using centroid method and illustrated numerically.