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Erschienen in: OR Spectrum 2/2017

25.08.2016 | Regular Article

A comparison of semiparametric and heterogeneous store sales models for optimal category pricing

verfasst von: Anett Weber, Winfried J. Steiner, Stefan Lang

Erschienen in: OR Spectrum | Ausgabe 2/2017

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Abstract

Category management requires sales response models helping to simultaneously estimate marketing mix effects for all brands of a product category. We, therefore, develop a general heterogeneity seemingly unrelated regression (SUR) model accommodating correlations between sales across brands. This model contains a latent class SUR model, the well-known hierarchical Bayesian SUR model and the homogeneous SUR model as special cases. We further propose a hierarchical Bayesian semiparametric SUR model based on Bayesian P-splines which comprises a homogeneous semiparametric SUR model as nested version. The results of an empirical application with store-level scanner data indicate that the flexible SUR approaches of modeling price response clearly outperform the various parametric (homogeneous and heterogeneous) SUR approaches with respect to not only predictive validity but also total expected category profits. In particular, functional flexibility turns out to be the primary driver for improving the predictive performance of a store sales model as heterogeneity pays off only once functional flexibility has been accounted for. Furthermore, since both flexible SUR models perform nearly equally well with respect to expected category profits, a uniform pricing strategy which is much less complex to implement than micromarketing can be recommended for our data.

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Fußnoten
1
Further studies either account for heterogeneity by using only store dummies (e.g., Reibstein and Gatignon 1984) or by estimating sales response for each store separately (e.g., Mulhern and Leone 1991) or do not account for heterogeneity (e.g., Hall et al. 2010).
 
2
Optimal prices based on a homogeneous semiparametric SUR model were already determined in Weber (2015).
 
3
For simplicity, we assume that correlations between brands are the same for all stores, i.e. \(\varSigma _{i}=\varSigma \) \(\forall i\).
 
4
Identification problems due to label switching (Celeux et al. 2000) are considered by determining identifiability constraints as described in Frühwirth-Schnatter et al. (2004). Subsequently, we use a constrained permutation sampler as suggested in Frühwirth-Schnatter (2001).
 
5
Thus, our proposed model constitutes an extension of the hierarchical Bayesian semiparametric approach introduced by Lang et al. (2015).
 
6
According to, e.g., Chintagunta et al. (2003), Kadiyali et al. (2000) and Sudhir (2001), retailers (as well as manufacturers) make their pricing decisions every week.
 
7
Note that store-specific or micromarketing pricing strategies can be derived not only from the hierarchical Bayesian SUR model but also from the general heterogeneity SUR model since price coefficients are store-specific in the latter model as well.
 
8
We set \(U=200\).
 
9
Originally, the data is provided at the UPC-level and consists of 18 UPCs. In order to handle this number of products we aggregated highly correlated UPCs to 8 brands accounting for a market share of about 96 % in the refrigerated orange juice category (64 oz) during the considered time span.
 
10
For details compare Steiner et al. (2007, p. 387).
 
11
The notation which is not explained here is adopted from model (1).
 
12
Homogeneity refers to the effects of all independent variables. The model, however, contains store-specific intercepts in order to account for differences in baseline sales across stores (like all other models do). A table summarizing all model specifications is given in Appendix 3.
 
13
We will explain below why we abstain from estimating the PHetSM for a higher number of segments.
 
14
The software R is free and available at http://​cran.​r-project.​org/​.
 
15
It is not possible to compute the log model likelihood for the flexible models since this measure of fit is not applicable in models with improper priors as are used for the nonlinear functions of FHomSM and FHBSM.
 
16
For Citrus Hill, PHomSM reveals a sum of absolute errors of 46912, FHomSM a much smaller one of 44230. The considerably worse RMSE value of FHomSM can be traced back to one single week in the validation sample that obtains a much higher weight in case of squared errors as compared to absolute errors. In order to stay conservative with this flexible model, we omit this week later in our comparison of expected profits across models.
 
17
Please note that the high price interval consists of only one observed price in case of the store brand Dominick’s. Hence, the respective price elasticity (in absolute terms) is probably overestimated for high prices of Dominick’s.
 
18
According to van Heerde et al. (2002), one should choose the model with the best predictive performance.
 
19
For the sake of completeness, we further determined store-specific optimal prices based on the latent class model PLCSM and the general heterogeneity model PHetSM (note that this model revealed one empty segment) and plugged them into the profit function of FHBSM. Relative to expected profits of FHBSM, optimal prices obtained from these two models result in losses of about 8 % in case of PLCSM and 10 % in case of PHetSM.
 
20
Note that based on the profit function of FHBSM optimal prices of this model have to provide the largest expected profit for the whole product category in each week. Nevertheless, optimal prices of the other models can lead to better results at the brand-level for some brands.
 
21
We repeated our optimization exercise for PHomSM over four weeks by simulating a more elastic demand. Similar to Chintagunta et al. (2003), we found that expected profits are lower when accounting for price endogeneity. However, this is reasonable since expected unit sales are in consequence lower, too. Optimal prices turn out somewhat different while the average price level of the product category does not change according to expression (19).
 
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Metadaten
Titel
A comparison of semiparametric and heterogeneous store sales models for optimal category pricing
verfasst von
Anett Weber
Winfried J. Steiner
Stefan Lang
Publikationsdatum
25.08.2016
Verlag
Springer Berlin Heidelberg
Erschienen in
OR Spectrum / Ausgabe 2/2017
Print ISSN: 0171-6468
Elektronische ISSN: 1436-6304
DOI
https://doi.org/10.1007/s00291-016-0459-6

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