I know that a lot of economists have issues with the "Coase Theorem" either because it has unrealistic assumptions or is ambiguous, but I do not think I've seen this argument against it yet. I'd like to know what you think.
Background
From Wikipedia, of course:
“
In law and economics, the Coase theorem, attributed to Ronald Coase, describes the economic efficiency of an economic allocation or outcome in the presence of externalities. The theorem states that when trade in an externality is possible and there are no transaction costs, bargaining will lead to an efficient outcome regardless of the initial allocation of property rights. In practice, obstacles to bargaining or poorly defined property rights can prevent Coasian bargaining.
...
For example, two property owners own land on a mountain-side. Property Owner #1's land is upstream from Owner #2 and there is significant, damaging run-off from Owner #1's land to Owner #2's land. Four scenarios are considered:
1. If a cause of action exists (i.e. #2 could sue #1 for damages and win) and the property damage equals $100 while the cost of building a wall to stop the run-off equals $50, the wall will probably exist. Owner #1 will build the wall, or pay Owner #2 between $1 and $50 to tolerate the run-off.
2. If a cause of action exists and the damage equals $50 while the cost of a wall is $100, the wall will not exist. Owner #2 may sue, win the case and the court will order Owner #1 to pay #2 $50. This is cheaper than actually building the wall. Courts rarely order persons to do or not do actions: they prefer monetary awards.
3. If a cause of action does not exist, and the damage equals $100 while the cost of the wall equals $50, the wall will exist. Even though #2 cannot win the lawsuit, he or she will still pay #1 some amount between $51 and $99 to build the wall.
4. If a cause of action does not exist, and the damage equals $50 while the wall will cost $100, the wall will not exist. #2 cannot win the lawsuit and the economic realities of trying to get the wall built are prohibitive.
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I am making the argument that example 3 is not necessarily true, and bargaining under the Coase theorem may not lead to the most efficient outcome.
In example 3, if you assume:
1. Owner #1 has a neighbor, #3, who has the ability to cause run-off that would not be stopped by the wall that may be built to stop #1’s runoff.
2. If Owner #3 causes runoff it would result in the same $100 worth of damage to #2
3. The cost of building a wall to prevent #3’s potential runoff is $51.
Then if #2 knows that #3 may decide to utilize the ability to cause runoff and decides not to build a wall, however, #3 does not utilize the ability to cause runoff, then $100 worth of damage will be caused that could have been prevented at a cost of $50.
On the other hand, if #2 builds a wall to prevent runoff from #1, then #3 utilizes its ability to cause runoff, #2 will build an additional $51 wall to prevent the $100 runoff. In this case, you would have $101 worth of wall to prevent $100 worth of runoff.
I’m thinking that this may be beyond the scope of the “Coase Theorem.”
