Research Article

Order Allocation Research of Logistics Service Supply Chain with Mass Customization Logistics Service

Table 1

Model notations.

NotationsDescription

The service ability interval of the th FLSP for th customer in the th procedure
The value of when the th procedure is mass service
The value of when the th procedure is customization service
The th customer’s order assigned to the th FLSP in the th procedure
Scale effect coefficient
The demand of the th customer
The total service procedures of the th customer
The weight of the th customer
The satisfaction of the th FLSP for the order of the th customer in the th procedure
The initial satisfaction of the th FLSP in the th procedure when the order is equal to the minimum service capacity of th FLSP
The value of when the th procedure is mass service
The value of when the th procedure is customization service
The unit operating cost of the th FLSP for the th customer when the th procedure is mass service
The unit operating cost of the th FLSP for the th customer when the th procedure is customization service
The weight of the single satisfaction of the th FLSP
The weight of the overall satisfaction of the th FLSP
The preference of the th FLSP for the th customer
The th service procedure
The procedure to start the customization service of the th customer
The minimum of all
The CODP for all customers
Order difference
Order difference tolerance coefficient of LSI
Relationship cost coefficient of LSI
The order quantity of the th customer in the th procedure
The total satisfaction of FLSPs in LSSC
The total cost of LSI in LSSC
The total customized degree of LSSC
The optimal solution of objective function when not considering the objective function and
The optimal solution of objective function when not considering the objective function and
The value of , when the optimal solution is
The optimal solution of objective function when not considering the objective function and
The value of , when the optimal solution is
Weight coefficients of the objective function in weighted objective function
Weight coefficients of the objective function in weighted objective function
The objective function synthesized by and is also called the comprehensive performance of LSSC
The optimal solution of