In this article published in the Academy of Management Review, Davis et al. (1997) analyses two approaches to governance: (1) agency theory and (2) stewardship theory.
Stewardship theory, on the other hand, examines situations in which executives as stewards are motivated to act in the best interests of their principals. The model of man under stewardship theory is based on "a steward whose behavior is ordered such that pro-organizational, collectivistic behaviors have higher utility than individualistic, self-serving behaviors." The steward values more cooperation than defection. Stewards believe their interests are aligned with that of the corporation and its owners, they possess intrinsic motivation. If the manager's motivations correspond to the model of man under stewardship theory, empowering governance structures and mechanisms are appropriate. Therefore, under stewardship theory, focus is on empowerment rather than on monitoring and control.
The following questions arise from reviewing the article:
(1) Is there a model of man that best fits the observed behavior of managers in an agency relationship?
(2) What is the role of extrinsic and intrinsic motivation in the behavior of executives?
(3) How does the agency and stewardship theory shape the compensation contracts of managers?
(4) What are the critical determinants of intrinsic motivation?
(5) What is the importance of the process of identification within the stewardship theory framework?
(6) According to the authors, in an unstable environment, which approach is more effective: control-oriented or involvement oriented approach? Why?
(7) Do you agree with the proposition that people in a low power distance culture are more likely to develop principal-steward relationships than are people who are in a high power distance culture?
(8) Will an individualistic culture tend to agency theory or stewardship theory? What about a collectivistic culture?
(9) Why is the choice between agency and stewardship relationships similar to the decision posed by a prisoner's dilemma? What would be the Nash equilibrium?
The article can be found here: