Abstract
Firms can substantially profit from customer referrals, but they must understand the different stages of the referral process to determine what drives the number of referrals (first stage), conversion (second stage), and average contribution margin per referral (third stage). Applying a framework that integrates perceptual and behavioral drivers, this study uses a financial services company’s customer survey and transaction data to investigate how the effect of contribution margins of referring customers at all three stages depends on their perceived extraversion and opinion leadership. Extreme extraversion and opinion leadership diminish the positive effect of the contribution margins of referring customers on the number of referrals; their effect on the number of successful referrals is insignificant. In terms of the contribution margin of successful referrals, extraversion has a negative and opinion leadership a positive moderating effect.
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Acknowledgements
The first three authors contributed equally to the paper. We gratefully acknowledge inputs by Sebastian Feld, Kay Peters and V. Kumar who were co-authors of a materially different, earlier version of this paper.
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Appendices
Appendix 1
Measurement items
Constructs and Items (1 = “I do not agree at all” to 7 = “I fully agree”; r = reverse coded) | Loadings | Cronbach’s α |
---|---|---|
Extraversion (Costa and MacCrae 1992): | ||
I am rather communicative. I am enthusiastic. I often take center stage. I am rather reserved. (r) I am gregarious. I am self-confident. | .87 .82 .77 .77 .75 .69 | .87 |
Opinion Leadership (Flynn et al. 1996): | ||
People that I know pick their direct bank based on what I have told them. I often persuade other people to do business with a direct bank that I like. I often influence people’s opinion about direct banks. When they choose a direct bank other people often turn to me for advice. | .87 .81 .83 .79 | .89 |
Involvement (Ganesh et al. 2000; Keaveney and Parthasarathy 2001): | ||
I check multiple direct banks before I open an account with a direct bank. I compare the prices and rates of several direct banks before I select a direct bank. I am particularly engaged in the choice of a direct bank. In general, I am very interested in direct banks. | .85 .79 .69 .65 | .77 |
Attitude Towards Referral Programs (Chandon et al. 2000; Lichtenstein et al. 1995) | ||
I wish there were more firms offering customer referral programs. With customer referral programs, I do not feel like referring the firm. (r) I like customer referral programs a lot. Compared to other people, I am very likely to participate in customer referral programs. | .89 .85 .80 .76 | .87 |
Customer Satisfaction (Mano and Oliver 1993; Westbrook and Oliver 1981): | ||
XYZ-bank offers exactly what I need. My choice to build up a relationship with XYZ-bank was a wise one. I am very satisfied with the service and the individual customer support of XYZ-bank. The products offered by XYZ-bank worked out as well as I thought they would. | .86 .85 .80 .73 | .83 |
Appendix 2
Latent Class Regression
We first checked for the presence of unobserved heterogeneity by estimating three latent class models, one for each stage of the referral process. Therefore, we compared the information criterion scores for each model to evaluate if the additional parameters estimated for each additional unobserved cluster significantly improved model fit. Specifically, for each stage of the referral process, we estimated models with different latent segments (from 1 to 5 segments) and then compared the Bayesian Information Criterion (BIC) and Consistent Akaike’s Information Criterion (CAIC) values to determine the model that has the best balance of model fit and parsimony (Kumar et al. 2013). Overall, we found that estimating a model with more than one cluster did little to improve model fit. Below we report the information criterion values obtained from the latent class estimation for each stage and explain our rationale for estimating a model with only one cluster in our study.
Number of Referrals | Number of Successful Referrals | Average Contribution Margins of Successful Referrals | |||||||
---|---|---|---|---|---|---|---|---|---|
Segments | LL | BIC(LL) | CAIC(LL) | LL | BIC(LL) | CAIC(LL) | LL | BIC(LL) | CAIC(LL) |
1 | −914 | 1935 | 1951 | −546 | 1200 | 1216 | −305 | 702 | 720 |
2 | −794 | 1808 | 1841 | −504 | 1228 | 1261 | −262 | 711 | 748 |
3 | −773 | 1880 | 1930 | −487 | 1308 | 1358 | −228 | 739 | 795 |
4 | −765 | 1977 | 2044 | −475 | 1398 | 1465 | −184 | 746 | 821 |
5 | −758 | 2077 | 2161 | −472 | 1505 | 1589 | −159 | 792 | 886 |
For the number of successful referrals and the average contribution margins of successful referrals, both the BIC and CAIC values suggest that a one-segment solution provides the best balance of model fit and parsimony. In other words, there is no benefit gained from segmenting customers into multiple latent clusters.
For the number of referrals the BIC and CAIC values suggest the presence of two segments. However, a comparison of the coefficients (using a Wald test) estimated from a two-segment model vis-à-vis a one-segment model reveals that the coefficient of only one variable significantly differs for the two clusters solution. Specifically, only the interaction effect of opinion leadership and contribution margin differs significantly in the two clusters model (p = .028, see Table below). The additional costs incurred from explicitly considering unobserved heterogeneity (namely, complexity in the estimation methodology as well as theoretical development) far exceed any benefit gained from estimating additional parameters for two or more clusters. We therefore consider it reasonable to estimate a model that considers a one-segment solution for all outcomes of the referral process.
Cluster 1 | Cluster 2 | Paired Comparison | ||||||
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Estimate | SE | z stat | Estimate | SE | z stat | Wald | p value | |
Intercept | −4.846 | 2.849 | −1.701 | −1.154 | 1.612 | −.716 | 1.279 | .260 |
Acquired by referral | −.506 | .305 | −1.659 | .097 | .159 | .611 | 3.494 | .062 |
Relationship duration | −.005 | .040 | −.116 | −.094 | .029 | −3.245 | 3.040 | .081 |
Cross buying behavior | .365 | .114 | 3.205 | .270 | .070 | 3.846 | .530 | .470 |
Number of calls to service center | −.005 | .010 | −.498 | .004 | .003 | 1.059 | .685 | .410 |
Number of web logins | .225 | .077 | 2.924 | .233 | .102 | 2.283 | .004 | .950 |
Number of past referrals | .061 | .032 | 1.895 | .038 | .031 | 1.215 | .291 | .590 |
Customer satisfaction | .109 | .946 | .116 | −.394 | .616 | −.640 | .203 | .650 |
Customer satisfaction2 | .014 | .086 | .159 | .043 | .059 | .722 | .080 | .780 |
Involvement | .230 | .150 | 1.534 | .077 | .070 | 1.099 | .955 | .330 |
Attitude to referral program | .089 | .084 | 1.058 | .185 | .061 | 3.021 | .867 | .350 |
Contribution margin | .363 | .282 | 1.289 | −1.829 | 1.283 | −1.425 | 2.792 | .095 |
Opinion leadership | −.016 | .106 | −.152 | .039 | .068 | .574 | .189 | .660 |
Extraversion | .094 | .130 | .723 | .169 | .067 | 2.544 | .285 | .590 |
Extraversion x Contrib. margin | .064 | .046 | .401 | .016 | .123 | .131 | .135 | .710 |
Opinion leadership x Contribution margin | −.139 | .051 | −2.731 | .305 | .203 | 1.504 | 4.809 | .028 |
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Viswanathan, V., Tillmanns, S., Krafft, M. et al. Understanding the quality–quantity conundrum of customer referral programs: effects of contribution margin, extraversion, and opinion leadership. J. of the Acad. Mark. Sci. 46, 1108–1132 (2018). https://doi.org/10.1007/s11747-018-0603-8
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DOI: https://doi.org/10.1007/s11747-018-0603-8