Effort and Performance in Public-Policy Contests



contestants’ stakes, assuming that the functions ni(I) ( i = L, H) are continuous and
twice differentiable in
I. A policy reform may affect the stake of one of the
contestants or the stakes of both of them. Denoting the effect of a change in
I on ni by
ni

n i , n,i =i-, our subsequent analysis relates to all of the following five possible
I

types of public-policy effects on the stakes of the interest groups:

Table 1:The Possible Types of a Policy Reform

Type

n ' i

n ' j

(i)

>0

<0

(ii)

>0

=0

(iii)

=0

<0

(iv)

>0

>0

(v)

<0

<0

In reforms of type (ii) and (iii), a change in I only affects the stake of one interest
group. The incidence of the proposed policy reform in these cases is therefore partial.
A change in
I can be interpreted as a more (less) restrained government intervention if
it reduces (increases) the affected stake. Clearly, such a change also affects the stakes-
asymmetry between the contestants. For example, in type (ii) reform where
i=H, an
increase in
I represents a less restrained intervention that increases the asymmetry
between the stakes of the contestants.

In the remaining types the incidence of the proposed reform is complete because
a change in
I affects the stakes of the two contestants. In reforms of type (i) a change
in the policy instrument
I has opposite effects on the stakes of the two players. If
i=H, such a change positively affects the asymmetry between the stakes of the
contestants. If
i=L, the asymmetry between the stakes is inversely related to a
change in
I. In both cases a change in the proposed policy can be considered as a more
restrained government intervention if it reduces the sum of the stakes
nL + nH .

In reforms of type (iv) and (v) a change in I has a similar positive or negative
effect on the stakes of the players. In both of these cases, therefore, such a change can



More intriguing information

1. The name is absent
2. New issues in Indian macro policy.
3. The name is absent
4. The magnitude and Cyclical Behavior of Financial Market Frictions
5. EXECUTIVE SUMMARY
6. Financial Development and Sectoral Output Growth in 19th Century Germany
7. Evidence on the Determinants of Foreign Direct Investment: The Case of Three European Regions
8. Chebyshev polynomial approximation to approximate partial differential equations
9. The name is absent
10. The name is absent