After several interesting and, on other blogs at least, long discussions on the nature of money, my view on what money is and why it matters has changed and, in some aspects at least, hardened.

What I remain agnostic on is the need for commodity money - returning to the gold standard or some other commodity. The efficiency of fiat money appeals to me - there is no need to confuse money with gold (or silver), nor is there any need to store anything against the possibility that people will want to redeem their notes and coin for the commodity.

The upside of commodity money is the discipline - the need for the currency issuer to ensure that they will be able to meet any call. This imposes at least some limits on how much they should actually issue. Without it being fully backed, though, there is a long history of governments, at least, cheating on this. The history extends from the collapse of Bretton Woods in the early 1970s to the over-issue of assignats in revolutionary France and past that in many places.

The point to note here is that, as far as I can see, this sort of cheating has been largely restricted to government issuers - but this may just be because private issuers have been rare over the last few centuries.

In the rest of this post, though, I am interested only in the current position - not anyone’s ideal of where we need to get to.

Monetarism

Perhaps a good starting point for a consideration of money is the economics school that focused (or obsessed) on it. A crude monetarist position runs from the old MV=PQ1 equation - the theory being that since V and Q only changed slowly and predictably, changes in the money supply would directly feed through the general price level. Clear enough - if you know what the money supply is.

Many monetarists took M3 to be the most reliable broad measure. This is normally defined as being:

  • M0: The total of all physical currency, plus accounts at the central bank that can be exchanged for physical currency.
  • M1: M0 - those portions of M0 held as reserves or vault cash + the amount in demand accounts (”checking” or “current” accounts).
  • M2: M1 + most savings accounts, money market accounts, and small denomination time deposits (certificates of deposit of under $100,000).
  • M3: M2 + all other CDs, deposits of eurodollars and repurchase agreements. (Thanks Wikipedia)

Other publications

As “Jim” noted in comments on a previous post on this topic, most, if not all, of the textbooks on this topic are adamant that banks create money - he was right in this - but the question is whether they are right, and whether it matters.

By the traditional calculation of the money supply above, he and they are right. Any simpleton can see that, if a bank accepts a demand deposit and then makes a loan on the back of it, the money supply, as calculated above, has increased. The deposit is still money, the loan out (once drawn down) is money, ergo money has been created.

The issue

The problem I have with this is a serious one - are all bank deposits truly “money”? There are probably as many definitions of what money is as there are people - but let’s use this one for the moment:

Money is anything, which has reached such a degree of acceptability, no matter of what it is made, or why people want it, no one will refuse it in exchange for his goods if he is a willing seller. (Professor Walker - Money, Trade and Industry) (thanks to Jim again)

Now, look at bank deposits and some of the other things in M3. Would someone seriously take my bank deposit or CD in exchange for his goods? No. He or she will normally accept cleared funds of one description or another, but not my bank account - there is no real way I can transfer that, other than changing the name on the account, which would be silly. They may accept a cheque, but if it is not met at the bank then I still owe them money (and the bank some additional fees).

The M3 calculation also fails to take into account banking practice, or even the transaction processing ability of banks. If all of the bank deposits, CDs, eurodollars were suddenly to be used for transactions the system would simply collapse - not only because there is not enough physical cash to redeem them all but also because the system would not be able to process that much at once - or even over a few days.

The practice of banks of borrowing short and lending long also, to me at least, makes the bulk of the amount in deposits less than fully “money”. Any given depositor can normally withdraw all of his or her funds, but, as we saw with Northern Rock, if all the depositors appear at once for their “money” there are serious problems.

If much of the amount in the banks cannot be used for transactions, are they still money? Should we only regard the amount held in banks as liquid reserves - or even only the expected daily funds usage as money?

Why does it matter?

Application

In some ways it does matter - and in other ways not. From an individual’s point of view it does not matter - and this was my previous point of view. In practice, I can go and get “my money” from the bank and spend it - using any one of several differing methods. It does not matter if some economist somewhere thinks of it as money or not.

From an bank’s point of view it probably matters only as far as the ALM2 function cares - can we meet expected or stressed withdrawals?

From a central bank’s point of view, though, I was wrong - it may be important. Government central banks are now typically charged with maintaining the general price level (remember P above?). The clear result of the obvious disconnect between all of the monetary measures (including M3) and the general price level has resulted in the dropping of monetary targeting and the use of (a measure of) inflation targeting using interest rates to achieve this.

The problem is that the measure of inflation being used is never going to be able to encompass all (or even much) of the detail of a modern economy. Typically, they also ignore asset prices as they are difficult to incorporate. As a result, P is difficult to calculate, much less target. Consumer Price Inflation is typically used as a proxy

Hypothesis

One possible reason for much of the disconnect between the calculated money supply and the (much lower) growth in measured inflation is due to the steadily dropping reserve ratios of banks - and therefore their increased lending ratios. The lower reserve ratios have been driven by improved ALM within the banks - the assets of the banks are sweating more and the amount of needed as liquid reserves is reducing. Deposits, though, are still needed to allow the lending. This means that, using M3 as a measure, the money supply is bounding ahead - but inflation is comparatively static.

If this hypothesis is correct, a better way to calculate the money supply would be to include only physical currency not currently in the hands of the banking system and the amount held at banks and available for either deposits or withdrawals - these being the only amounts that are truly liquid within the system and therefore the only components of M that are actually able to be used for transactions.

Is this useful? Probably not. But I have enjoyed thinking about it.

1. Money supply times Velocity equals the general Price level times the Quantity of transactions. I know the arguments were much more detailed than this, but this is a blog post, not a textbook.

2. ALM - Asset and Liability Management - the function of the bank that is primarily charged with ensuring the bank can continue to pay out what it owes and making sure the assets of the bank make enough profit to keep the res of the show going.