Research Article

Multiobjective Sustainable Order Allocation Problem Optimization with Improved Genetic Algorithm Using Priority Encoding

Table 3

Notations for the model.

Indices
Index of OEM, i = 1, 2, …, I
Index of product, j = 1, 2,…, J
Index of period, t = 1, 2, …, T
Index of discount interval, r = 1, 2, …, R
Parameters
Original price of product j supplied by OEM i in period t
Price discount rate of discount interval r when product j is supplied by OEM i in period t
Upper limit quantity of discount interval r when product j is supplied by OEM i in period t
Lower limit quantity of discount interval r when product j is supplied by OEM i in period t
Number of discount intervals of product j for OEM i
Unit carbon emission of product j manufactured by OEM i
Defective rate when OEM i produces product j
Late delivery rate of product j supplied by OEM i
Maximum acceptable defective rate of product j within the planning horizon
Maximum acceptable late delivery rate of product j within the planning horizon
Demand for product j in period t
Capacity of OEM i to manufacture product j in period t
Transaction cost of purchasing product j from OEM i
Decision variables
Order quantity in the discount interval r when product j is supplied by OEM i in period t
0-1 variable, , if product j is supplied by OEM i in period t within the discount interval r; otherwise,