whistle, the other to have strong and independent monitoring agencies to use a well known
example (Schwartz and McCubbins (1985)), there may not be agreement. So, in case of multiple
veto players the actual prediction depends on the preferences of the existing veto players. On the
other hand, single veto players can overrule bureaucrats or judges at any time (assuming no
transaction or political costs). As a result, such governments would not care about introducing
additional restrictions into legislation.
This argument expects cumbersome bureaucratic legislation to be sometimes the outcome
of multiple veto players, while simple legislation to be always the outcome of single veto
players. In other words, multiple veto players are a necessary but not sufficient condition for
cumbersome bureaucratic legislation. As a result, on average, one would expect more
cumbersome legislation in the case of multiple veto players (as McNollgast predict), but would
also expect higher variance in the case of multiple veto players, exactly as the argument
presented in Chapter 1 specifies (see Figure 1.8). Huber and Shipan (2000) and Franchino (2000)
have found different average levels of restrictive legislation, but have not tested for the variance
component of this argument.
My second point is that the “deckstacking” argument is talking about bureaucratic
independence from the enacting coalition, while I am interested in independence from
government, or from the political principals at the time of the decision. It may be the case that
the enacting coalition was successful in restricting bureaucrats through ax ante restrictions built
into law, but if this coalition is replaced, then the new principals will not be able to force the
bureaucrats to obey their wishes. In order to do that they may have to change the law, and a multi
veto player coalition may be unable to do so.
The distinction between enacting and current coalition may not be significant in the US,