抄録
In this research,an enterprise comprise vendor and buyer is considered to find the optimal solution as well as best location for the warehouses.If there is no coordination exists between the members in a supply chain, vendor and buyer will act independently to maximize their own profit and reduce cost which does not guarantee the optimal state of the whole system.A single vendor-buyer with multiple products and consumers problem is formulated, and the coordination between vendor and buyer is emphasized to find not only the optimal network but also the best location for buyer's warehouse. Further,instead of constant demand function, a price-sensitive linear demand function is introduced to formulate the constraints.Finally, the formulated the Mixed Integer Problem (MIP)models are solved and hence the sensitivity on buyer's selling price is anylyzed to conclude this research.
