Showing posts with label search theory of money. Show all posts
Showing posts with label search theory of money. Show all posts

Monday, September 17, 2012

The root of all money


William Stanley Jevons, who coined the term "double coincidence of wants"


A while back I had an interesting conversation with David Andolfatto on his post Evil is the Root of All Money. This is surely one of the more catchy phrases developed by monetary economists, who tend to the less-flowery end of the literary scale. David fleshes out a model that shows how untrustworthiness, or evil (what is called a lack of commitment in the NME literature), can lead to the emergence of money.

David finds this interesting because his model doesn't need the absence of a double-coincidence of wants to exist in order to motivate a demand for money. The double-coincidence problem - the unlikelihood that two producing individuals meeting at random would each have goods that the other wants - has historically been the explanation of choice for the emergence of monetary exchange. After all, if one person doesn't want another's goods, she can still transact by accepting some third commodity that is itself highly liquid and therefore likely to be easily passed on come the next transaction.

I think David is pushing a catchy phrase too far. While I agree that a lack of double coincidence of wants is not necessary to explain monetary exchange, neither is a lack of commitment necessary to explain monetary exchange.

Imagine a world with no evil, and no, this isn't a John Lennon song. Individuals in that economy are 100% trusted to pay their promises, i.e. full commitment exists. But people are widely dispersed and suffer from the double-coincidence of wants problem. It will make sense to trade amongst each other using transferable personal promises. Each promise guarantees to pay out some quantity of goods produced by that individual upon that promise being presented for redemption. Because promises are far cheaper to hold and transport than actual goods, these promises, and not goods, will circulate along long transactional chains. When a promise is accepted by someone who actually desires the given good, that  promise will be "putted back" to the promisor, the good will be delivered, and the promise canceled. Thus you get monetary exchange... without the evil.

One real-life example of such as system would be the bills of exchange market that existed during the medieval ages up to the early 1900s. See this paper, for instance. Start on page 23 when the discussion on transferability, assignability, negotiability, and endorsement begins if you want a flavour for the bills of exchange system.

Saturday, March 17, 2012

Old monetarism, new monetarism, and moneyness

Stephen Williamson had a good post recently in which he noted:

Central to Old Monetarism - the Quantity Theory of Money - is the idea that we can define some subset of assets to be "money". Money, according to an Old Monetarist, is the stuff that is used as a medium of exchange, and could include public liabilities (currency and bank reserves) as well as private ones (transactions deposits at financial institutions). Further, Friedman in particular argued that one could find a stable, and simple, demand function for this "money," and estimate its parameters. Lucas does that exercise here, and then uses the estimated money demand function parameters to measure the costs of inflation.
What's wrong with that? The key problem, of course, is that the money demand function is not a structural object. Some central bankers, including Charles Goodhart, figured that out. Goodhart's idea is a bit subtle, but there are more straighforward reasons to think that the parameters we estimate as "money demand" parameters are not structural. First, all assets are to some extent useful in exchange, or as collateral. "Moneyness" is a matter of degree, and it is silly to draw a line between some assets that we call money and others which are not-money.
I challenged him on how important moneyness actually is in new monetarist literature. Why, for instance, do so many new monetarist papers include some variable M if money is a matter of degree? You can't represent the idea "as a matter of degree" with a variable called M which by definition excludes all non-M assets. If you do so, you're already drawing lines between assets.

He never really responded to me. Steve, any thoughts? You've got the floor.