Can Sales Uncertainty Increase Firm Profits?
| Autor: | James D. Hess, Ying Yang, Niladri B. Syam |
|---|---|
| Rok vydání: | 2016 |
| Předmět: |
Marketing
Economics and Econometrics Exploit 05 social sciences Like for like Principal–agent problem Decision variables 0502 economics and business Econometrics 050211 marketing Random demand Business 050207 economics Business and International Management Sales management Randomness Target income sales |
| Zdroj: | Journal of Marketing Research. 53:199-206 |
| ISSN: | 1547-7193 0022-2437 |
| Popis: | The authors add to the sales management literature in three ways. First, they demonstrate that a firm can benefit from higher sales uncertainty. This is contrary to the finding from the standard principal–agent models that more sales uncertainty hurts the firm when agents are risk-averse. Second, the authors find that the risk-averse agent's total pay can increase when there is high sales uncertainty, and this too is contrary to the standard principal–agent model. Third, they provide intuition for this surprising result by showing that it holds when the slope of the sales response function is random but not when the intercept is random. When the responsiveness (slope) of sales to a decision variable (of the firm or the agent) is random, information about randomness becomes decision-relevant and the firm can exploit learned information. In this study's model, the agent and firm can receive noisy signals of random demand. When the customers’ response to effort (or price) is random, the decision about effort (price) responds optimally to information in a way that benefits the firm. When uncertainty is high, there is more potential information for the firm to exploit profitably, owing to the convexity of the sales with respect to the uncertainty parameter. This is enough to dominate the negative impact of uncertainty owing to agents’ risk aversion. When randomness affects only baseline sales (intercept), received signals are not decision-relevant. In that case, higher uncertainty has only a negative impact, just as in standard principal–agent models. |
| Databáze: | OpenAIRE |
| Externí odkaz: |
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