1. Attractiveness factors in retail category space location-allocation problem.
- Author
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Babaee, Sara, Araghi, Mojtaba, Castillo, Ignacio, and Rostami, Borzou
- Subjects
CONSUMERS ,RETAIL industry ,HEURISTIC ,MIXED integer linear programming ,INTEGER programming ,SHOPPING ,CONVEXITY spaces - Abstract
We study the problem of category space location-allocation in the retail industry. We introduce a new attractiveness factor to reflect the product-based visibility level in designing the optimal allocation policy. This factor will be determined for each aisle by the lineup of product categories allocated to that aisle and all other aisles sharing a shopping path with it. We explore how considering the classical location-based attractiveness and the proposed product-based attractiveness can improve a retailer's overall space profitability. We develop a modelling framework that integrates both location-based and product-based attractiveness factors in a mixed-integer nonlinear program. Due to the non-linearity and non-convexity of the proposed model, large-scale instances are computationally challenging to solve using the state-of-the-art commercial solvers. We thus introduce a two-stage heuristic solution method that generates a near-optimal solution in a reasonable amount of time. Using the two-stage model, we explore the optimal store design for an illustrative case study. The results couple the optimal category space allocation to customers' shopping paths and create a profitability-maximising balance between the placement of high-demand and high-impulse product categories. We show that focussing on product-based attractiveness exposes the store to congestion risks, which can be prevented by adding constraints limiting congestion in different aisles of the store. [ABSTRACT FROM AUTHOR]
- Published
- 2023
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