Abstract
The extant choice literature has proposed different non-compensatory rules as a more realistic description of consumers’ choice than a standard compensatory model. Some research has further suggested a two-stage sequential decision process of non-compensatory consideration and then compensatory choice, where the determinants of each stage may differ. Some aspects of non-compensatory choice modeling are under-studied. In this article, we hope to advance the understanding of non-compensatory choice models with the following aims: (a) providing an overview of existing representations for non-compensatory choice decisions, (b) discussing how such choice decisions can manifest from the economic search theoretical perspective, (c) exploring the empirical identification of non-compensatory decisions using different data, and (d) presenting applications of non-compensatory choice models in novel domains.
Similar content being viewed by others
Notes
Some researchers use the term lexicographic to describe a one-shot choice heuristic where the alternative with the highest value of the most important attribute is chosen without considering a tie [14, 47], as compared to EBA, which is described as a sequential choice process that involves lexicographic rules.
Yee et al. [87] refer to an attribute as a feature and emphasize the difference between aspect and feature. Processing by feature implies that , for example, a brand was the feature chosen for evaluation first, then an ordering of all the aspects of that feature would take place before moving on to the next feature (e.g., price). Processing by aspect assumes that consumers split features into specific aspects and proceed through the decision process in a binary aspect-sorting manner. In this way, processing by feature is a special restricted case of processing by aspect.
Lexicographic -by- aspects is a two-stage model with a non-compensatory decision in the first stage and compensatory decision in the second stage.
Our discussion focuses primarily on search models for differentiated goods rather than on search models for homogeneous goods.
For a detailed discussion, see Honka and Chintagunta [43].
Learning over the distribution of the unknown alternative has been modeled (see, e.g., [67]), but learning preferences more broadly (i.e., the consumer might try to figure out which characteristics he wants a digital camera to have during his search process) has not been tackled to the best of our knowledge.
Some progress in modeling search for multiple product attributes has been made under the assumption that the characteristics’ distributions are independent [70].
Note that the paradigms illustrated in Reiss [65] are intended for compensatory models with standard generalized extreme value errors.
See Heckman and Vytlacil [41] for related notions of “identification at infinity.”
A complete treatment of the role of response times in identifying the underlying choice architecture is beyond the scope of this paper. We refer the interested reader to the recent survey by Gaissmaier et al. [30].
References
Agarwal MK, Green PE (1991) Adaptive conjoint analysis versus selfexplicated models: some empirical results. In: International Journal of Research in Marketing 8(2):141–146
Allenby GM, Ginter JL (1995) Using extremes to design products and segment markets. In: Journal of Marketing Research 32(4):392–403
Andrews R, Manrai AK (1998) Feature-Based Elimination: Model and Empirical Comparison. In: European Journal of Operational Research 111(2):248–267
Andrews RL, Manrai AK (1999) MDS maps for product attributes and market response: an application to scanner panel data. In: Marketing Science 18(4):584–604
Andrews RL, Srinivasan TC (1995) Studying consideration effects in empirical choice models using scanner panel data. In: Journal of Marketing Research 32(1):30–41
Aribarg A, Arora N, Henderson T, Kim Y (2014) Private label imitation of a national brand: implications for consumer choice and law. In: Journal of Marketing Research 51(6):657–675
Aribarg A, Burson K, Larrick RP (2017) Tipping the scale: discriminability. Effect on derived attribute importance. In: Journal of Marketing Research 54(2):279–292
Batsell RR, Polking JR (1985) A new class of market share models. In: Marketing Science 4(3):177–197
Batsell RR, Polking JC, Cramer RD, Miller CM (2003) Useful mathematical relationships embedded in Tversky’s elimination by aspects model. In: Journal of Mathematical Psychology 47(5):538–544
Baye MR, Rupert Gattu J, Kattuman P, Morgan J (2009) Clicks, discontinuities, and firm demand online. In: Journal of Economics & Management Strategy 18(4):935–975
Ben-Akiva M, Boccara B (1995) Discrete choice models with latent choice sets. In: International Journal of Research in Marketing 12(1):9–24
Bentley T, Seetharaman PB (2017) Identifying unobserved similarity: estimating a fully flexible EBA model with standard marketing data. In: Working paper. University of, Texas at Austin
Berry ST, Haile PA (2009) Nonparametric identification of multinomial choice demand models with heterogeneous consumers. In: Working paper 15276. National Bureau of Economic Research
Bettman JR, Luce MF, Payne JW (1988) Constructive consumer choice processes. In: Journal of Consumer Research 25(3):187–217
Bronnenberg BJ, Vanhonacker WR (1996) Limited choice sets, local price response and implied measures of price competition. In: Journal of Marketing Research 33(2):163–173
Burdett K, Judd KL (1983) Equilibrium price dispersion. In: Econometrica 51(4):955–969
Busemeyer JR, Forsyth B, Nozawa G (1988) Comparisons of elimination by aspects and suppression of aspects choice models based on choice response time. In: Journal of Mathematical Psychology 32(3):341–349
Chandukala SR, Kim J, Otter T, Rossi PE, Allenby GM (2008) Choice models in marketing: economic assumptions, challenges and trends. In: Foundations and Trends in Marketing 2(2):97–184
Chen Y, Yang S (2007) Estimating disaggregate models using aggregate data through augmentation of individual choice. In: Journal of Marketing Research 44(4):613–621
Chen Y, Yao S (2016) Search with refinement. In: Management Science Article in Advance
Chiang J, Chib S, Narasimhan C (1998) Markov chain Monte Carlo and models of consideration set and parameter heterogeneity. In: Journal of Econometrics 89(1–2):223–248
Clithero JA, Rangel A (2015) Combining response times and choice data using a neuroeconomic model of the decision process improves out-of-sample predictions. In: unpublished, California Institute of Technology (2015).
Coombs CH (1951) Mathematical models in Psychological scaling. In: Journal of the American Statistical Association 46(256):480–489
Curry D, Wang X (2017) Commentary on “Benefit-based conjoint analysis” by Kim et al. 2016. In: Working paper University of Cincinnati. Lindner College of Business, Department of Marketing, pp 1–37
Dawes RM (1964) Social selection based on multidimensional criteria. In: Journal of Abnormal and Social Psychology 68:104–109
Dehmamy K, Otter T (2017) Consideration versus utility when choice is discrete continuous. In: Working paper Goethe University
Desai KK, Hoyer WD (2000) Descriptive characteristics of memory-based consideration sets: influence of usage occasion frequency and usage location familiarity. In: Journal of Consumer Research 27(3):309–323
Fader PS, McAlister L (1990) An elimination by aspects model of consumer response to promotion calibrated on UPC scanner data. In: Journal of Marketing Research 27(3):322–332
Fishburn PC (1974) Exceptional paper-lexicographic orders, utilities and decision rules: a survey. In: Management Science 20(11):1442–1471
Gaissmaier W, Fific M, Rieskamp J (2011) Analyzing response times to understand decision processes. In: A handbook of process tracing methods for decision research: a critical review and user’s guide. Ed. by Schulte-Mecklenbeck, M., Küh- berger, A., and Ranyard, R. New York: Psychology Press, pp. 141–162.
Gensch DH (1987) A two-stage disaggregate attribute choice model. In: Marketing Science 6(3):223–239
Gensch DH, Ghose S (1992) Elimination by Dimensions. In: Journal of Marketing Research 29(4):417–429
Gigerenzer G, Goldstein DG (1996) Reasoning the fast and frugal way: models of bounded rationality. In: Psychological review 103(4):650–669
Gilbride TJ, Allenby GM (2004) A choice model with conjunctive, disjunctive, and compensatory screening rules. In: Marketing Science 23(3):391–406
Gilbride TJ, Allenby GM (2006) Estimating heterogeneous EBA and economic screening rule choice models. In: Marketing Science 25(5):494–509
Gilbride TJ, Currim IS, Mintz O, Siddarth S (2016) A model for inferring market preferences from online retail product information matrices. In: Journal of Retailing 92(4):470–485
Goeree MS (2008) Limited information and advertising in the U.S. personal computer industry. In: Econometrica 76(5):1017–1074
Hagerty MR, Aaker DA (1984) A normative model of consumer information processing, In: Marketing Science 84 (3):227–246
Hauser JR, Wernerfelt B (1990) An evaluation cost model of consideration sets. In: Journal of Consumer Research 16(4):393–408
Haviv A (2015) Does purchase without search explain counter-cyclic pricing? In: Simon School of Business working paper
Heckman JJ, Vytlacil E (2005) Structural equations, treatment effects, and econometric policy evaluation. In: Econometrica 73(3):669–738
Honka E (2014) Quantifying search and switching costs in the US auto insurance industry. In: The RAND Journal of Economics 45(4):847–884
Honka E, Chintagunta PK (2017) Simultaneous or sequential? Search strategies in the US auto insurance industry. In: Marketing Science 36(1)21-42
Jedidi K, Kohli R (2005) Probabilistic subset-conjunctive models for heterogeneous consumers. In: Journal of Marketing Research 42(4):483–494
Jedidi K, Kohli R, DeSarbo WS (1996) Consideration sets in conjoint analysis. In: Journal of Marketing Research 33(3):364–372
Johnson EJ, Payne JW, Bettman JR (1988) Information displays and preference reversals. In: Organizational Behavior and Human Decision Processes 42(1):1–21
Johnson EJ, Meyer RJ, Ghose S (1989) When choice models fail: compensatory models in negatively correlated environments. In: Journal of Marketing Research 26(3):255–270
Kim JB, Albuquerque P, Bronnenberg BJ (2010) Online demand under limited consumer search. In: Marketing Science 29(6):1001–1023
Kim DS, Bailey R, Hardt N, Allenby GM (2017) Benefit-based conjoint analysis. In: Marketing Science 36(1):54–69
Kohli R, Jedidi K (2015) Error theory for elimination by aspects. In: Operations Research 63(3):512–526
Kohli R, Jedidi K (2017) Relations between EBA and nested logit models. In: Operations Research Forthcoming
Manrai AK, Sinha P (1989) Elimination-By-Cutoffs. In: Marketing Science 8(2):133–152
Marley AAJ, Colonius H (1992) The “horse race” random utility model for choice probabilities and reaction times, and its compering risks interpretation. In: Journal of Mathematical Psychology 36(1):1–20
McFadden D (1973) University of California, Berkeley and Institute of Urban & Regional Development, Conditional logit analysis of qualitative choice behavior. Calif.: Institute of Urban and Regional Development, University of California, Berkeley
McFadden D (1981) Econometric models of probabilistic choice. In: Manski C, Mc Fadden D (eds) Structural analysis of discrete data with econometric applications. MIT Press, Cambridge, MA, pp. 198–272
Mehta N, Rajiv S, Srinivasan K (2003) Price uncertainty and consumer search: a structural model of consideration set formation. In: Marketing Science 22(1):58–84
Meyer RJ, Sathi A (1985) A multiattribute model of consumer choice during product learning. In: Marketing Science 4(1):41–61
Montgomery H, Svenson O (1976) On decision rules and information processing strategies for choices among multiattribute alternatives. In: Scandinavian Journal of Psychology 17(1):283–291
Nedungadi P (1990) Recall and consumer consideration sets: influencing choice without altering brand evaluations. In: Journal of Consumer Research 17(3):263–276
Nierop V, Erjen BB, Wedel M, Frances PH (2010) Retrieving unobserved consideration sets from household panel data. In: Journal of Marketing Research 47(1):63–74
Otter T, Allenby GM, van Zandt T (2008) An integrated model of discrete choice and response time. In: Journal of Marketing Research 45(5):593–607
Payne JW, Bettman JR, Johnson EJ (1988) Adaptive strategy selection in decision making. In: Journal of Experimental Psychology: Learning, Memory, and Cognition 14(3):534
Pires T (2016) Costly search and consideration sets in storable good markets. In: Quantitative Marketing and Economics 14(3):157–193
Ratchford BT (2009) Consumer search behavior and its effect on markets. Now Publishers Inc isbn: 1601982003
Reiss PC (2011) Structural workshop paper—descriptive, structural, and experimental empirical methods in marketing research. In: Marketing Science 30(6):950–964
Roberts JH, Lattin JM (1991) Development and testing of a model of consideration set composition. In: Journal of Marketing Research:429–440
Rothschild M (1974) Searching for the lowest price when the distribution of prices is unknown. In: Journal of Political Economy 82(4):689–711
Rotondo J (1986) Technical note—Price as an aspect of choice in EBA. In: Marketing Science 5(4):391–402
Russo JE, Leclerc F (1994) An eye-fixation analysis of choice processes for consumer nondurables. In: Journal of Consumer Research 21(2):274–290
De los Santos B, Hortacsu A, Wildenbeest MR (2012) Testing models of consumer search using data on web browsing and purchasing behavior. In: American Economic Review 102(6):2955–2980
Seiler S (2013) The impact of search costs on consumer behavior: a dynamic approach. In: Quantitative Marketing and Economics 11(2):155–203
Seiler S, Pinna F (2016) Consumer search: evidence from path-tracking data. In: Marketing Science Article in Advance
Shugan SM (1980) The cost of thinking. In: Journal of Consumer Research 7(2):99–111
Siddarth S, Bucklin RE, Morrison DG (1995) Making the cut: modeling and analyzing choice set restriction in scanner panel data. In: Journal of Marketing Research 32(3):255–266
Simon HA (1955) A behavioral model of rational choice. In: The Quarterly Journal of Economics 69(1):99–118
Stigler GJ (1961) The economics of information. In: The Journal of Political Economy 69(3):213–225
Stüttgen P, Boatwright P, Monroe RT (2012) A satisficing choice model. In: Marketing Science 31(6):878–899
Toubia O, Hauser JR, Simester DI (2004) Polyhedral methods for adaptive choice-based conjoint analysis. In: Journal of Marketing Research 41(1):116–131
Tversky A, Sattah S (1979) Preference trees. In: Psychological Review 86:542–573
Townsend JT (1990) Serial vs. parallel processing: sometimes they look like Tweedledum and Tweedledee but they can (and should) be distinguished. In: Psychological Science 1(1):46–54
Tversky A (1972) Choice by elimination. In: Journal of mathematical psychology 9(4):341–367
Urban GL, Johnson PL, Hauser JR (1984) Testing competitive market structures. In: Marketing Science 3(2):83–112
Wang X (2017) Uncovering unobserved heterogeneity using mixtures of neutral networks. In: Working paper. Ivey School of Business
Weitzman ML (1979) Optimal search for the best alternative. In: Econometrica 47(3):641–654
Wolpin KI (2013) The limits of inference without theory. MIT Press, Cambridge
Yang L, Toubia O, De Jong MG (2015) A bounded rationality model of information search and choice in preference measurement. In: Journal of Marketing Research 52(April):166–183
Yee M, Dahan E, Houser JR, Orlin J (2007) Greedoid-based noncompensatory inference. In: Marketing Science 26(4):532–549
Author information
Authors and Affiliations
Corresponding author
Rights and permissions
About this article
Cite this article
Aribarg, A., Otter, T., Zantedeschi, D. et al. Advancing Non-compensatory Choice Models in Marketing. Cust. Need. and Solut. 5, 82–92 (2018). https://doi.org/10.1007/s40547-017-0072-0
Published:
Issue Date:
DOI: https://doi.org/10.1007/s40547-017-0072-0