1Associate Professor, Department of Mathematics, Government Arts College for Women (Autonomous)-Pudukkottai
2Research Scholar, Department of Mathematics Government, Arts College for Women (Autonomous)-Pudukkottai
AMS Subject Classification (2010): 90B05
In this paper, a fuzzy inventory model with random demand rate for two items with deteriorateconstraints have been proposed. The Lower-Upper (L-U) bud with rhombus fuzzy number is defined and its properties are given. The proposed model is formulated in fuzzy environment.ie., the parameters involved in this model are represented by L-Ubud with rhombus fuzzy number. The agreement index of L-Ubud with rhombus fuzzy number is explained and using this technique the total cost is defuzzified. Maximum inventory level per period is determined. A numerical example is given to illustrate both the proposed crisp model and fuzzy model.
Random demand rate, L-U bud with rhombus fuzzy number, agreement index technique