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Job Assignments under Moral Hazard - School of Economics and ...

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3. In the lower ability range <strong>of</strong> job h, the expected output <strong>of</strong> an agent would be higher<br />

in job l than in job h, if he worked as hard as he now does in job h.<br />

What drives the inefficient job assignment? Because output in the higher level job is more<br />

informative about the agent’s effort, the principal can save on costs for implementing a<br />

given level <strong>of</strong> effort by lowering the promotion threshold relative to the first-best one.<br />

These savings allow the principal to get the agent to exert extra effort, which drives<br />

up expected output (similar to the case in the two-effort model where the principal<br />

implements low effort in job l <strong>and</strong> high effort in job h).<br />

3.2.3 Inefficient job assignments <strong>and</strong> the Peter Principle<br />

Inefficiencies in promotion policies are <strong>of</strong>ten attributed to the Peter Principle. It says<br />

that some employees are promoted to their “level <strong>of</strong> incompetence” <strong>and</strong> then remain at<br />

that hierarchy level (Peter <strong>and</strong> Hull 1969). So it refers broadly to cases where, because<br />

<strong>of</strong> his “incompetence” an employee produces less for the same inputs after a promotion<br />

than he would be capable <strong>of</strong> producing in his former job.<br />

Often, however, the Peter Principle is interpreted in a more restricted sense, as an ob-<br />

served decline in output after a promotion (e.g. Lazear 2004). An important caveat<br />

arising from our analysis is that such a comparison <strong>of</strong> actual outputs may be a mislead-<br />

ing test for “incompetence”. Previous theoretical treatments <strong>of</strong> promotion policies <strong>and</strong><br />

the Peter Principle have sidestepped this issue by simply assuming that effort does not<br />

vary across hierarchy levels (see Section 1). 11 Indeed, Proposition 3 shows that output<br />

may rise, simply because a promoted agent works harder – hiding the fact that he is<br />

actually less talented for his new job than he is for his former job.<br />

To capture the possibility that a promoted agent works harder or less hard than he would<br />

if he were reassigned to the previous job, we therefore propose an extended definition <strong>of</strong><br />

the Peter Principle.<br />

Definition 1 The (extended) Peter Principle holds for an agent with ability θ who is<br />

promoted to job h, in which he exerts effort eh, if fh(eh, θ) < fl(eh, θ).<br />

That is, the Peter Principle is said to hold if the agent produces less after a promotion<br />

than he would be capable <strong>of</strong> producing in his former job given the same inputs, i.e.,<br />

holding fixed his effort eh at its post-promotion level.<br />

Our setup links the Peter Principle to the cost <strong>of</strong> providing incentives: the principal<br />

can use a promotion as a tool to reduce implementation costs or to extract more effort<br />

11 Interestingly, Barmby, Eberth, <strong>and</strong> Ma (2007) recognize this problem in their empirical test <strong>of</strong><br />

Lazear’s (2004) model, <strong>and</strong> attempt to control for differences in incentives across hierarchy levels using<br />

differences in mean income.<br />

17

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