A New Look at Consumer Responses to Certain and Uncertain Rewards

Graduation Year

2024

Document Type

Dissertation

Degree

Ph.D.

Degree Name

Doctor of Philosophy (Ph.D.)

Degree Granting Department

Marketing

Major Professor

Kelly Cowart, Ph.D.

Co-Major Professor

James Stock, Ph.D.

Committee Member

Jeannette A. Mena, Ph.D.

Committee Member

Nathaniel Hartmann, Ph.D.

Committee Member

Dezhi Yin, Ph.D.

Keywords

Decision Making under Uncertainty, Lottery Promotion, Moral Judgment, Self-serving Motive, Uncertain Rewards

Abstract

Both certain rewards, which refer to incentives associated with a 100% probability of receipt, and uncertain rewards, which refer to incentives associated with probabilities of receipt that are less than 100%, are widely employed in marketing. Expected utility theory and prospect theory support the superiority of certain rewards over uncertain rewards. This research aims to investigate whether consumer aversion to uncertain rewards depends on the presence of consumer inference about firm immorality, which refers to the consumers’ belief that the firm could be engaging in unethical practices in promotions. Study 1 identifies two psychological mechanisms that explain why uncertain rewards are inferior to certain rewards in marketing: consumers’ inferences about a firm’s self-serving motives and consumers’ inferences about a firm’s immorality. Studies 2, 3, and 4 identify three boundary conditions under which consumers are not averse to uncertain rewards. Study 2 finds that consumer aversion to uncertain rewards decreases when there is a third-party regulator overseeing the promotion. Study 3 documents that consumer aversion to uncertain rewards decreases when the firm is highly familiar to consumers. Lastly, Study 4 demonstrates that uncertain rewards consisting of similar monetary values (e.g., a 1/3 chance of winning a $20 hand cream, a 1/3 chance of winning a $20 shampoo, and a 1/3 chance of winning a $20 bodywash) can outperform both certain rewards (e.g., a 100% chance of winning a $20 hand cream) and uncertain rewards comprised of different monetary values (e.g., a 1/3 chance of winning a $60 hand cream, a 2/3 chance of winning $0).

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