| 英文摘要 |
This article adopts a real options approach in a perpetual continuous-time framework to derive the closed-form solution for the optimal operating policy of a two-echelon sequential dynamic supply chain. In this model, we assume that the spot price of goods follows a stochastic process, the per-unit costs for both the supplier and the retailer depend on changes in the spot price, and the sales volume of goods is a strategic decision variable. The research results indicate that the optimal decisions for shipping volumes and sales volumes in the supply chain depend on the relationship between the spot price, the threshold price at which the supplier sells products to the retailer, and the threshold price at which the retailer sells each unit of the product to customers. We also examine the effects of the market risk-free rate and the volatility of the spot price return, both of which are found to be positively correlated with the value of the supply chain. Consistent results are observed at the individual firm level, where both the risk-free rate and return volatility of the spot price exhibit a positive correlation with firm value. |