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Conjunctive screening in models of multiple discreteness
Affiliation:1. NEOMA Business School, 59 Rue Pierre Taittinger, Reims, France;2. SKIM, Friedrichstraße 76, 10117 Berlin, Germany;3. Korea University Business School, Korea University, Seoul 02841, Republic of Korea;4. Ohio State University, 2100 Neil Avenue, 43210 Columbus, OH, United States;1. San Diego State University, 5500 Campanile Drive, San Diego, CA 92182, United States;2. University of Southern California, 2001 N Soto St., Los Angeles, CA 90032, United States;1. Brazilian School of Public and Business Administration, FGV/EBAPE, Jornalista Orlando Dantas, 30, Rio De Janeiro, RJ 22231-010, Brazil;2. Terry College of Business, University of Georgia, C302 Benson Hall, Athens, GA 30602, United States;1. Pepperdine University, Graziadio Business School, 24255 Pacific Coast Highway, Malibu, CA 90263, United States;2. Chase Minority Entrepreneurship Distinguished Professor, Loyola University New Orleans, 6363 St. Charles Ave, New Orleans, LA 70118, United States;3. James J. Pierson Endowed Chair in Marketing, Richard A. Chaifetz School of Business, Saint Louis University, 3674 Lindell Blvd, St. Louis, MO 63108, United States;1. Brunel Business School, College of Business, Arts and Social Sciences, Brunel University London, Kingston Lane, Uxbridge, Middlesex UB8 3PH, UK;2. Beedie School of Business, Simon Fraser University, 8888 University Drive, Burnaby, B.C. V5A 1S6, Canada;1. Saunders College of Business, Rochester Institute of Technology, United States;2. Poole College of Management, North Carolina State University, United States;3. Amsterdam Business School, University of Amsterdam, the Netherlands;4. Faculty of Mathematical Sciences, Ferdowsi University of Mashhad, Iran;1. The Interdisciplinary Center (IDC), Israel;2. Hebrew University of Jerusalem, Israel;3. New York University, USA and The Interdisciplinary Center (IDC), Israel
Abstract:Consumer demand for products often result in the purchase of multiple goods at the same time. Corner solutions, or the non-purchase of items, occur when consumers have strong preference for some goods that do not satiate and weak preference for other goods. However, if non-purchase arises because a consumer finds particular brands and attributes unacceptable, leading to the formation of consideration sets, then estimates of preference will be too extreme and biased. In this paper, we extend the work on consideration sets and discrete choices to a wider class of models, and develop a model of multiple discreteness with conjunctive screening of the alternatives that remove offerings from consideration. We propose a method for consideration set formation that does not require one to specify a partitioned space of the augmented variable, and that can be adapted into the class of choice models in which an outcome variable is removed. We explore implications for disentangling non-purchase due to consideration set formation using two data sets of ice cream and frozen pizza purchases. The ice cream data, in which responses are both discrete and volumetric, allow us to compare differences in how screening affect purchase incidence versus volumetric demand per incidence. Screening reduces the estimated number of customers with positive demand but leads to an increase in demand for those not screened. In the frozen pizza data, we find that conjunctive screening accounts for many of the observed corner solutions and leads to estimates of preference and satiation that differs from traditional models of multiple-discreteness without screening.
Keywords:Consideration sets  Trial  Volumetric demand
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