 
                                                                                | Article ID: | iaor20031296 | 
| Country: | United Kingdom | 
| Volume: | 30 | 
| Issue: | 1 | 
| Start Page Number: | 35 | 
| End Page Number: | 50 | 
| Publication Date: | Jan 2003 | 
| Journal: | Computers and Operations Research | 
| Authors: | Hwang Hark, Shinn Seong Whan | 
| Keywords: | pricing | 
This paper deals with the problem of determining the retailer's optimal price and order size simultaneously under the condition of order-size-dependent delay in payments. It is assumed that the length of the credit period is a function of the retailer's order size, and also the demand rate is a function of the selling price. We formulate two types of mathematical models from which algorithms are derived based on properties of an optimal solution. A numerical example is presented to illustrate the algorithms developed.