Abstract

During the selling time horizon of a product category, a number of products may become unavailable sooner than others and the customers may substitute their desired product with another or leave the system without purchase. So, the recorded sales do not show the actual demand of each product. In this paper, a nonparametric algorithm to estimate true demand using censored data is proposed. A customer choice model is employed to model the demand and then a nonlinear least square method is used to estimate the demand model parameters without assuming any distribution on customer’s arrival. A simple heuristic approach is applied to make the objective function convex, making the algorithm perform much faster and guaranteeing the convergence. Simulated dataset of different sizes are used to evaluate the proposed method. The results show a 23% improvement in root mean square error between estimated and simulated true demand, in contrast to alternate methods usually used in practice.

Highlights

  • Modeling demand and estimating the true demand is crucial in every inventory management system

  • If they underestimate the true demand, they may stock less than the needs, in this situation they missing out on sales and loosing discount from their suppliers and customer loyalty, as product availability is an important factor of customer satisfaction [2]

  • This paper presented a new approach for the estimation of true demand

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Summary

Introduction

Modeling demand and estimating the true demand is crucial in every inventory management system. If the companies overestimate the true demand, they may stock more than the needs (overstock), so they eventually are forced to mark down the prices to sell those merchandises, especially when the goods are perishable or seasonal. If they underestimate the true demand, they may stock less than the needs (understock), in this situation they missing out on sales and loosing discount from their suppliers and customer loyalty, as product availability is an important factor of customer satisfaction [2]. Empirical studies show that an amount between 45% and 84%

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