Covered Bonds

There's been some discussion on the Mule Stable about covered bonds and who may or may not be disadvantaged by them, so I thought I'd post a (very) simplified example of how they would work compared to the alternatives of standard financing or securitisation.

The first (sometimes confusing) thing to remember is that loans are a banks assets and deposits are their liabilities, as are their other sources of funds such as bonds issued by the banks. Imagine a bank has $100 million of assets and, to make life easy, we'll assume they're all home loans. Bank capital requirements mean that the bank has a minimum capital requirement of 8% of "risk-weighted assets". I'll ignore the technicalities of risk-weighting and assume that the home loans are 100% risk-weighted (in fact they'd be less that this, but other loans would have higher weights), which means that the bank must have at least $8 million of capital. Again, in the interests of simplicity, I'll assume that this is all in the form of equity. The remaining $92 million I'll assume to be made up of $52 million in deposits and $40 million raised by issuing bonds which have been bought by superannuation funds (i.e. pension funds).

So, here's the bank's balance sheet:

Assets

Home Loans $100m

Liabilities

Deposits $52m
Wholesale borrowing (bonds) $40m

Equity

Shares $8m

In a moment, I'm going to imagine that the property market collapses and the portfolio of home loans loses 50% of its value. But before that, $5m of the bonds are due to be repaid and the bank has to decide how to refinance them. The options being considered are

  1. Issue $5m more bonds
  2. Issue $5m in covered bonds, pledging $5m of the home loans as collateral
  3. Securitising $5m of the home loans.
In the first case, the balance sheet ends up the same as before. In the second case, the balance sheet looks the same, but one should note that $5m of the assets are effectively tied up for the exclusive benefit of the investors in the covered bonds. In the third case, $5m of assets and liabilities are taken of the bank's balance sheet. This means that the capital requirements for the bank have also dropped marginally as they now only have $95m in assets so only need capital of $7.6m. Since this is a bank that likes to be efficient, let's assume they take advantage of this by buying back $0.4 million of the shares, funded by an additional wholesale borrowing of $0.4m. So, in that case the balance sheet now looks like this:

Assets

Home Loans $95m

Liabilities

Deposits $52m
Wholesale borrowing (bonds) $35.4m

Equity

Shares $7.6m

Now disaster strikes and the loan porfolio halves in value across the board. What happens in each case? Keep in mind that depositors rank first in their claims on the bank, so they are the last to lose money, except where assets have been explicitly pledged as in the case of covered bonds.

Case 1. The loan portfolio falls to $50m. Shareholders lose everything, wholesale borrowers lose everything and the depositors lose $2m, a 4% loss.
Case 2. Again, the loan portfolio falls to $50 and shareholders lose everything. This time, however, the covered bond investors have a claim on the loans securing their bonds, which are now worth $2.5m and so they lose 50% of their investment, while the other bond holders still lose everything. Since the depositors don't have the benefit of the $2.5m that was pledged to the covered bond investors, they now lose $4.5m or 9%.
Case 3. The outcome is the same as case 2.

So, in this scenario, the outcome is the same whether the bank issued covered bonds or securitised. Depositors would be better off if the bank were to simply borrow from the wholesale markets for their funding. Both covered bond funding and securitisation leave them worse off.

Now imagine a slightly more modest collapse in the portfolio value. This time, they lose 20% of their value. Running through the scenarios again we have

Note: calculations here have been corrected (thanks @Baz_man!)

Case 1. The loan portfolio falls to $80m. Shareholders lose everything. wholesale borrowers lose $12m (=$20m - $8m) or 30% of the $40m and the depositors lose nothing.
Case 2. Again, the loan portfolio falls to $80 and shareholders lose everything. This time, however, the covered bond investors have a claim on the loans securing their bonds, which are now worth $4m and they join the remaining senior creditors to get some of the remaining $1m back. After paying out $52m to depositors (who lose nothing) and $4m to the covered bond holders, there is $24m in assets to apportion to claimants totalling $36m (the $35m senior bondholders and the $1m claim by the covered bond investors). This is a recovery rate of 66.7%, or a loss of 33.3%.
Case 3. This time the outcome is a little different to case 2 as the equity is smaller. Shareholders still lose everything and the covered bond holders still lose 20%, but now the other bond holders lose $11.4m (=$20m - $7.6m - $1m) which is 32.6% and the depositors lose nothing.

So the outcome this time is a marginally worse for other bondholders when the bank goes down the route of covered bonds rather than securitisation.

If there's so little in it, this raises the question why has the regulator (APRA) been happy in the past to allow securitisation but not covered bonds? I believe it is a matter of transparency. In the case of securitisation, if you look at the bank's balance sheet, it's clear that there are only assets worth $95m. When the bank uses covered bond, it appears as though depositors have the benefit of a full $100m, when in fact $5m is pledged to the covered bond investors. While a bank would have to make a note to their accounts to this effect, it may be harder to people to understand.

 

How bad can things get when you give up currency sovereignty? /ht @franksting

 If you thought the bank bailout was bad, wait until the mortgage defaults hit home:

WHEN I wrote in The Irish Times last May showing how the bank guarantee would lead to national insolvency, I did not expect the financial collapse to be anywhere near as swift or as deep as has now occurred. During September, the Irish Republic quietly ceased to exist as an autonomous fiscal entity, and became a ward of the European Central Bank.

(Click on the link above to read more).

Mortgage rates vs RBA cash rate

Last night @randomphrase asked on Twitter about a long term chart of the spread of bank mortgage rates against the RBA cash rate. Fortunately, the RBA publishes quite a bit of interest rate data, including mortgage rates and their own cash rate the 90 day bank bill rate.

So here is a chart:

spread chart

Of course, every bank offers slightly different rates, not to mention a slew of discounted and fixed rate options. So, to be clear what we're looking at, here is

‘Housing loan’ rates are those quoted for loans to owner-occupiers; in most cases, the same rates also apply to investment housing. Rates for ‘Banks’ and ‘Mortgage managers’ are the average rates of large lenders in each group. ‘Standard’ rates apply to housing loans with facilities such as the option to redraw or make early repayments.

The mortgage rate I have used is the ‘Standard’ rate for ‘Banks’, so it should just be a simple average (i.e. not market share-weighted or anything) of the rates from the big four.

It’s probably also worth noting that this spread does not necessarily give a great indication of the banks' profit margins on mortgages because (i) the cash rate is a very visible rate, but longer-term rates (say 30 day to 90 day bill rates) are a better indication of the primary component of bank funding costs and (ii) on their long-dated wholesale borrowing, both domestically and offshore, they also pay a margin which is higher today than it was five years ago.

UPDATE: Correction! This chart actually shows the spread to the 90 day bank bill rate...more charts to come on the main blog.

How to send and receive Mule Stable (or identi.ca) posts on the iPhone using Tweetie 2

I recently discovered these instructions for accessing identi.ca using the Tweetie 2 iPhone app. Since the Mule Stable is built on the same software as indenti.ca, the technique works just as well as a way of checking and posting messages on the Mule Stable.

Warning! Make sure you read the caveat below: be very careful about using the same username as you have on Twitter!

Here's how (the steps match the sceenshots):

1. Go your Accounts page on Tweetie 2 (press whatever button you see on the top left until you get there!) and press the + button in the top right.
2. Enter your Mule Stable username and password and then press the picture of a cog (the settings button).
3. In the "API Root" field enter https://mulestable.net/api (for identi.ca you would enter https://identi.ca/api, but I don't have an SSL login for the Mule Stable yet). The press "Add Account (top left). Then press Save (top right).
4. You should see your Mule Stable account in the account list. Select it and you will see your Personal messages (you cannot see the public timeline as far as I know).

Enjoy! Even geo-location should work.

(download)

There are a few caveats:

  • Caution! If your Mule Stable (or identi.ca) username is the same as your twitter username, you may experience strange behaviour. Worst case, you will not be able to authenticate as that user and you will have to delete it from the account list in Tweetie 2 and add it again.
  • Similarly, sometimes if you look at someone's profile in the Stable and they have the same username as someone you follow on Twitter, it may display the Twitter profile instead of the Stable profile.
  • Search any various other features do not work at the moment.
  • Although the notice limit on the Stable is 200 characters, Tweetie 2 will not let you enter more than the standard 140 characters.

UPDATE

The Mule Stable has moved to http://mulestable.net. It also now has SSL (secure connections), so the instructions in the text have been modified, but the screenshots reflect the original domain name,

"National Debt for Beginners"

I just started reading National Debt for Beginners by Simon Johnson and James Kwak (of Baseline Scenario). I haven't got very far, but I suspect it is going to irritate me as it has not started well. Early on they introduce the simplistic monetarist argument:

Another way to close a budget gap is for the Federal Reserve to "print" another $100 billion or so, but that can lead to inflation. Imagine there were the same amount of stuff in the world, but suddenly everyone had twice as much money: The price of everything would simply double, and no one would be any better off.

This is, of course, an unrealistic scenario that which provides no real insight into macro-economics. There can never be "the same amount of stuff in the world" under different government spending scenarios, since "stuff" includes all economic activity generated in exchange for money: goods and services. Since the level of economic activity varies with, among other things, changes in government fiscal activity, it is simply not meaningful to say that if the government had spent less there would have been the same amount of "stuff" but less money in the system, therefore less inflation. In situation such as the one the US currently faces, with government inaction there would be a lot less stuff too, and it should be pretty clear that inflation is the least of the US's worries at the moment.

Anyway, I will keep reading and see if the article improves.

Can't see the world for the theory

In this interview with Eugene Fama, one of the Chicago School pioneer of the efficient markets theory, you can see an excellent example of how people can become so wedded to a theory that it distorts their view of the world. Everything is seen through the prism of the theory and the viewer is apparently oblivious to the distortions that result. Fama insists that a collapse on house prices did bot trigger a recession. Rather the collapse must have been triggered by a recession that predates the housing collapse. How so we know this despite the fact that there is no evidence for it? Easy. The theory says is must be so. Forget evidence to the contrary, the theory must be right! http://www.newyorker.com/online/blogs/johncassidy/2010/01/interview-with-euge...


Sent from my iPhone

Should zero always be included on the scale of a chart axis?

Huff

In this post on the excellent PTS blog, Jon Peltier takes some well-deserved pot-shots at a Microsoft "professional" charting tutorial. One of the charts he skewers is a column chart with the vertical axis starting at 100 rather than zero:

This is a a major chart fail. The value axis on a column or bar chart should always include zero. Always. If you want to expand the scale to help resolve the values, then a column chart is not the right chart type.

I have always had a similar view, but recently I have been reading William S. Cleveland's book "The Elements of Graphing Data" and Cleveland offers an alternative view: "Do not insist that zero always be included on a scale showing magnitude". Admittedly Cleveland is not talking about column charts here as his focus is on scientific charts which are usually scatterplots or line charts. Nevertheless, the example he gives is interesting. He points to an example in Darrell Huff's 1954 book "How to Lie with Statistics" in which Huff argues that the left hand chart (pictured above) is highly misleading. Cleveland counters that the right hand chart shows "very little quantitative information", while the left hand chart is more useful. He goes on to argue that "For graphical information in science and technology assume the viewer will look at the tick mark labels and understand them".

I have put some of this in a comment on Jon's post, and will be following the responses with interest.