Therefore, this research has created a mathematical equation that is focused on solving the problem of transport and the inventory, and then apply the method of evolution by the difference to compare the effectiveness of problem solving with program Lingo V.11. 2. Literature review It will focus on a review on the mathematical equation solving transportation and inventory, and to develop methods to optimize the way Hill wari logistics model mathematical equations as shown in the section 2.1 and 2.2, respectively.2.1 Integration of inventory and transportation Kutanoglu Lohiya (2007) and create a pattern on the inventory based on the uncertain conditions (stochastic inventory model base-stock) and integration with alternative transportation service for a response, single-echelon, multi-facility service parts logistics (service parts), which has a target service level constraint so that the transport costs and inventories low, the integrated inventory model with different transports will continue significant profits. Li Yongfei, Qin and Li Su Tongzheng (2010) have developed a mathematical model for integrating transportation and inventory, considering 4 (Model) of the alternative transportation network, which is in the process of transit transport costs and transport time, the maximum quantity to be loaded may have changed between the two methods (Nodes). When you change the transport method to determine when to dump (transhipment time) and cost of transfer (transhipment cost) with the purpose to minimize total costs, which includes the cost of transportation costs, inventory costs, cost, time, lack of tools and items. Turns out that effective results than other significant format. You can reduce total costs and increase gross profit of the logistics supply chain.
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