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Brand, Identity and Reputation: Exploring, Creating New Realities ...

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What keeps smokers from quitting?<br />

Uncovering attribute-based loyalty determinants in cigarette br<strong>and</strong>s<br />

Athanasios Krystallis, Aarhus School of Business <strong>and</strong> Social Sciences, Denmark<br />

Purpose<br />

Recently, a number of studies have examined the possibility of better explaining the loyalty structure of br<strong>and</strong>s based on<br />

various product attributes or ―variants‖ (Trinh et al, 2009). From this perspective, it is considered that a product<br />

category consists of subcategories according to product variants, <strong>and</strong> that each of these subcategories performs<br />

differently in terms of loyalty, obtaining its own attribute-level loyalty (Chrysochou, Krystallis, & Rungie, 2008;<br />

Krystallis & Chrysochou, 2011). The present work aims to uncover product variants that possibly contribute to br<strong>and</strong><br />

performance <strong>and</strong> loyalty creation in the tobacco category. More specifically, based on four differentiated product<br />

variants (i.e. nicotine/tar content, length, flavour <strong>and</strong> thickness) the category is divided into a number of sub-categories<br />

comprising differentiated or regular cigarette versions (i.e. light vs. regular nicotine/tar content, long vs. normal,<br />

menthol vs. regular, <strong>and</strong> slim vs. regular). The objective of the work is to provide a deeper underst<strong>and</strong>ing of the exact<br />

contribution of each variant in market performance <strong>and</strong>/or loyalty outcomes.<br />

From a methodological point of view, the present study combines the stochastic <strong>and</strong> the deterministic approaches to<br />

measuring br<strong>and</strong> loyalty using the Dirichlet model for describing patterns of attribute-based loyalty behaviour. Data<br />

based on the Juster Probability Scale is collected from a sample of N=155 smokers in Icel<strong>and</strong> through a questionnaire<br />

completion task. All sample participants are Icel<strong>and</strong>ers who expressed their conscious effort to quit smoking, so this<br />

work intends to bring into light the cigarette product variants that operate as marketing-related loyalty ―hooks‖ that keep<br />

smokers from fulfilling their expressed want to exit the market.<br />

According to the Public Health Institute of Icel<strong>and</strong> (ATVR, 2010), 21.6 percent of people between 15 <strong>and</strong> 89 years of<br />

age smoke every day. Icel<strong>and</strong>ers bought at average 50.55 packs per person in 2008, 7.2 percent less than in 2003.<br />

Smoking has been prohibited in Icel<strong>and</strong> in most public places for several years, while it is the first country in the world<br />

to ban tobacco advertisements in all mass media in the 1970‘s. Tobacco br<strong>and</strong> prices in the Icel<strong>and</strong>ic market essentially<br />

do not differ across br<strong>and</strong>s <strong>and</strong> are set at a very high level (more than €5.5 per pack).<br />

Methodology<br />

A well-known model for studying repeat-purchase behaviour from a stochastic approach is the Dirichlet model<br />

(Goodhardt, Ehrenberg, & Chatfield, 1984; Ehrenberg, 1988; Wright, Sharp, & Sharp, 1998). The Dirichlet model<br />

calculates the probability of how many purchases each customer will make in a specific time period, as well as specifies<br />

the probability of each br<strong>and</strong> being bought on each purchase occasion. The model assumes that each consumer has a<br />

certain probability to buy a specific br<strong>and</strong> <strong>and</strong> that this probability is steady over time. Moreover, each consumer is seen<br />

to choose from a repertoire of br<strong>and</strong>s, typically buying one br<strong>and</strong> more often than another. This steady but divided<br />

br<strong>and</strong> loyalty differs across heterogeneous consumers <strong>and</strong> aggregates to br<strong>and</strong> performance measures (BPMs, i.e. br<strong>and</strong><br />

<strong>and</strong> category penetration, br<strong>and</strong> <strong>and</strong> category purchase frequency <strong>and</strong> br<strong>and</strong> market share) that follow certain patterns<br />

from br<strong>and</strong> to br<strong>and</strong>. The only input needed to calibrate the model is the overall incidence of a br<strong>and</strong> being chosen. In<br />

order to describe <strong>and</strong> predict purchase behaviour, the Dirichlet model is used as a benchmark tool by comparing<br />

theoretical BPMs for a given br<strong>and</strong> as estimated from the Dirichlet model to its observed BPMs derived from the data<br />

(Li, Habel, & Rungie, 2009). Thus, in order to apply the Dirichlet model one has to provide to the model certain inputs<br />

from the initial dataset (i.e. the observed BPMs). Wright, Sharp, & Sharp (2002) explain in details how these inputs can<br />

be generated.<br />

Moreover, the main measure used for assessing loyalty at the category, product attribute or br<strong>and</strong> levels is the<br />

polarization index φ (Rungie, 2004; Rungie, Laurent, O‘Riley, & Morrison, 2005). This measure captures heterogeneity<br />

in consumers‘ choices <strong>and</strong> varies from 0 to 1. Zero indicates pure homogeneity in consumer choice, meaning that all<br />

consumers have the same br<strong>and</strong> choice probabilities; whereas 1 indicates maximal heterogeneity, i.e. when each<br />

consumer always buys only his/hers favourite br<strong>and</strong>. In a perfect Dirichlet market all br<strong>and</strong>s would have the same<br />

polarization value, identical to the category polarization. However, real markets are rarely perfect Dirichlet <strong>and</strong> the<br />

br<strong>and</strong> level polarization differs. This difference represents the degree to which the br<strong>and</strong> systematically deviates from<br />

perfect Dirichlet in terms of its loyalty metrics (Li et al., 2009). Rungie, Goodman & Lockshin (2006) first outlined the<br />

use of polarisation to examine attribute-based loyalty (i.e. loyalty to price tiers).<br />

An approach to estimate BPMs <strong>and</strong> polarisation is to use stated preference data. Juster (1966, in Wright et al., 2002)<br />

developed the 11-point Juster Probability Scale (JPS) that can be applied in a questionnaire survey context. Respondents<br />

are asked to state their possibility to buy a certain br<strong>and</strong> within a product category over a certain future period of time.<br />

The answers are on a scale from 0 to 10, where zero st<strong>and</strong>s for ―(almost) no chance (1 in 100 times)‖, <strong>and</strong> 10 st<strong>and</strong>s for<br />

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