The Coase Theorem is an important part of economics research, agricultural or otherwise. The standard definition of the theorem is that in a world with zero or very low transactions costs, bargaining over a disputed right between two parties will lead to an efficient allocation of resources regardless of which party is legally awarded the property right. (If you are familiar with the Coase Theorem, you can skip the next paragraph.)
A classic example (which is found in Coase's paper "The Problem of Social Cost" is that of the railroad and the farmer. As trains traveled down the track in the 1900s, they emitted sparks that potentially could set fire to farmers' crops. If this were to happen, who should pay for the lost crop? In a world where transactions costs (that is, costs associated with acquiring information, monitoring the other party, or executing the trade) are zero, it doesn't matter who a court decides is responsible. If it's less costly for the railroad to put on a spark-catching device, the farmer will pay the railroad company to do so. If it's less costly for the farmer to plant his crops farther from the railroad, the railroad company will pay the farmer to do so.
Of course, we don't live in a world of zero transactions costs, so it does matter to whom the court grants the property right. Transactions costs also make it difficult for governments to figure out how to solve the problem. If the government decided it wanted to make farmers reduce their planting to solve the problem, there would be significant costs associated with determining just how far to restrict planting away from the tracks. In the opposite case, the government (that is, the taxpayer) would have to incur a cost to determine precisely which device the railroad should use to contain the sparks. These costs don't disappear in the cases of tradeable permits in fisheries or pollution. The government still has to determine the extent and details of these artificial markets.
It seems strange, but Coase himself maintains that the theorem (as described in the first two paragraphs of this post) is not about his work. He says that it's really George Stigler's theorem, but that Stigler was kind enough to name it after him. This is where McCloskey comes in. Her Summer 1998 column in the Eastern Economic Journal makes some bold claims about the Coase Theorem and, I think, provides some interesting insights, which I reproduce below.
A classic example (which is found in Coase's paper "The Problem of Social Cost" is that of the railroad and the farmer. As trains traveled down the track in the 1900s, they emitted sparks that potentially could set fire to farmers' crops. If this were to happen, who should pay for the lost crop? In a world where transactions costs (that is, costs associated with acquiring information, monitoring the other party, or executing the trade) are zero, it doesn't matter who a court decides is responsible. If it's less costly for the railroad to put on a spark-catching device, the farmer will pay the railroad company to do so. If it's less costly for the farmer to plant his crops farther from the railroad, the railroad company will pay the farmer to do so.
Of course, we don't live in a world of zero transactions costs, so it does matter to whom the court grants the property right. Transactions costs also make it difficult for governments to figure out how to solve the problem. If the government decided it wanted to make farmers reduce their planting to solve the problem, there would be significant costs associated with determining just how far to restrict planting away from the tracks. In the opposite case, the government (that is, the taxpayer) would have to incur a cost to determine precisely which device the railroad should use to contain the sparks. These costs don't disappear in the cases of tradeable permits in fisheries or pollution. The government still has to determine the extent and details of these artificial markets.
It seems strange, but Coase himself maintains that the theorem (as described in the first two paragraphs of this post) is not about his work. He says that it's really George Stigler's theorem, but that Stigler was kind enough to name it after him. This is where McCloskey comes in. Her Summer 1998 column in the Eastern Economic Journal makes some bold claims about the Coase Theorem and, I think, provides some interesting insights, which I reproduce below.