Optimizing a Retail Promotional Calendar by Mixed Integer, Linear Programming
This paper formulates a linear programming model for determining an optimal promotional calendar for retail seasonal planning. The objective is to maximize the total season profit, subject to given resource constraints and seasonal variations, by selecting from a finite set of possible promotion policies that can be used each week.
KeywordsLinear Programming Model Safety Stock Price Response Unit Sale Sales Target
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- D. Achabal, S. McIntyre, and S. Smith, 1990, Maximizing Profits from Department Store Promotions, Journal of Retailing, 66, 383 - 407.Google Scholar
- R. C. Blattberg and S. A. Neslin, 1990, Sales Promotion: Concepts, Methods and Strategies, Prentice-Hall, Englewood Cliffs, NJ.Google Scholar
- D. M. Hanssens, L. Parsons, and R. Schultz, 1990, Market Response Models: Econometric and Time Series Analysis, Kluwer Academic Publishers, Boston, MA.Google Scholar
- S. A. Smith, R. Collins, and S. H. McIntyre, 1996, A Discrete Optimization Model for Seasonal Merchandise Planning, Retail Workbench Working Paper W-RW96-01, Santa Clara University.Google Scholar