![]() |
Publication overview - Contents - Top/Bottom - Previous/Next | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Why Are Long-Term
|
|||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
|
Allan Bødskov Andersen, Financial Markets, John Hydeskov, Market Operations and Michael Sand, Economics. INTRODUCTION AND SUMMARY
|
|||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
|
|
Chart 1
|
![]() |
|
| Note: Shaded areas indicate periods of significant tightening of monetary policy by the Federal Reserve. Source: EcoWin and own calculations. |
|
The higher Fed Funds target rate has not impacted the long-term yield because the tightening had already been discounted in the market in June 2004, cf. Chart 2. Moreover, there has been slight downward adjustment of the estimates of US GDP growth in 2005 and 2006.
| EXPECTATIONS OF THE FED |
Chart 2
|
![]() |
|
| Note: The futures curve shows the market's expectation of the 3-month yield in December 2006 and is derived from the 3-month deposit future expiring in December 2006. Source: EcoWin and own calculations. |
|
The interest-rate level is also low in the sense that for a prolonged period the long-term yield has been substantially below the market's long-term expectations of nominal growth in the
| EXPECTED GROWTH AND LONG-TERM YIELD, AND FAIR-VALUE MODEL |
Chart 3
|
![]() |
|
| Note: Left: The expected nominal GDP growth is calculated as the sum of the expected average annual real growth and inflation 10 years ahead stated as half-yearly observations. Right: Observations as of month-end. The model is the 10-year yield explained by core inflation (lagged 1 period), the official interest rate and the ISM index (lagged 1 period). Source: EcoWin, Consensus Economics and own calculations. |
|
Fair-value models explain the long-term yield by a few fundamental macroeconomic variables. One example of this type of model is shown in Chart 3 (right-hand side) where the 10-year yield is explained by core inflation, the Fed Funds target rate and the ISM index (growth indicator). The actual and model-estimated yields are close to parallel up to 2004, after which the model indicates a rising yield due to the Fed's tightening of monetary policy. Today the long-term yield is around 100 basis points below the level indicated by the model's variables. Alternative simple model specifications lead to the same conclusion.
|
PRICE DEVELOPMENT OVER MORE THAN 200 YEARS
|
Box 1
|
|
In the longer term, inflation has a key influence on interest rates, which makes it relevant to consider the development in prices over a long period. Before World War II, periods of rising price levels were followed by periods of falling price levels, so that inflation in the long term was around 0. Prices were thus at the same level on the outbreak of World War II as at the end of the 18th century, cf. Chart
After World War II the gold convertibility was replaced by the Bretton Woods system. This system entailed low, stable and positive inflation rates in the 1950s and 1960s. On the collapse of Bretton Woods and the transition to floating exchange rates between the large currency areas at the end of the 1960s, the economies lost a nominal anchor. In the wake of the oil crisis, the 1970s and 1980s stand out with the longest sustained high increase in price levels in peace time. The low and stable inflation rates of recent years appear to be a return to the situation in the 1950s and 1960s. In most countries today, the priority given in economic policy to fighting inflation has taken over the role of the exchange rate as the nominal anchor to ensure stable inflation expectations. |
|
| US and
|
Chart 4
|
![]() |
|
| Note: In the years between the two World Wars the convertibility of gold was re-introduced, but had to be abandoned in the depression of the 1930s. Source: Lothian and Taylor (1996), EcoWin and own calculations. |
|
The real rate of return on an investment in nominal assets, e.g. nominal bonds, is dependent on inflation during the asset's term to maturity. As future inflation rates are unknown, investors will typically seek an inflation risk premium as compensation for holding nominal assets. This is formalised in Fisher's equation,
(1) i = r + E(p) + irp,
where i is the nominal interest rate, r is the real interest rate, E(p) is expected inflation and irp is the inflation risk premium. All other types of risk premium are disregarded.
It is reasonable to assume that the size of the inflation risk premium is dependent on how volatile inflation is expected to be. If volatility is high, for instance, there is considerable uncertainty regarding the real yield on a nominal asset, and all other things being equal the inflation risk premium will be greater than if the inflation picture is more stable.[1]
The inflation volatility for the
|
INFLATION VOLATILITY
|
Box 2
|
|
Inflation volatility is calculated as
Where p is actual annual inflation, E(p) is expected inflation, and n is the number of observations, in this case on a monthly basis (with no adjustment for overlapping observations). For the 10-year yield a specification is required of expected inflation in a 10-year perspective in order to measure the relevant inflation volatility. Each year in April and October Consensus Economics requests expected inflation on a 6-10-year horizon. These observations are available as from
The fact that long-term inflation expectations are only available for the last few years is naturally an impediment. The unmistakeable sluggishness of inflation expectations inspires a simple model for long-term inflation expectations further back in time. The method is to use the HP filter to "smooth" actual inflation sufficiently to achieve a measure that captures the sluggishness of the observations of actual expected inflation in the period for which the observations are available. The principle is shown in Chart 6 (right-hand side) and corresponds to investors at a given point in time forming their long-term inflation expectations as a weighted average of actual previous and future inflation rates. This captures an element of foresight in the formation of expectations and in the present case the method appears to give a reasonable estimate in relation to the development in interest rates. Inflation volatility is now calculated as a moving 60-month standard deviation for actual inflation in relation to the model's estimate of expected inflation. The actual length of the window in which this volatility is calculated does not change the conclusions. Inflation volatility for
|
|
| ACTUAL AND EXPECTED INFLATION IN THE
|
Chart 6
|
![]() |
|
| Source: Consensus Economics, EcoWin and own calculations. | |
| INFLATION VOLATILITY AND INTEREST RATES IN THE
|
Chart 5
|
![]() |
|
| Source: EcoWin and own calculations. | |
The result indicates that the inflation risk premium is currently at a lower level than in e.g. the 1970s. If the low inflation and inflation volatility are expected to be sustained, then uncertainty concerning the real return on a nominal asset has declined, so that investors do not have to be compensated for the uncertainty of future inflation to the same degree as before. This is confirmed by the fact that the drop in interest rates in both the USA and Germany has been greater than can be explained by lower inflation in itself, as illustrated by the fact that the real interest rate – calculated as the 10-year yield less the actual rate of inflation – is also currently at a very low level in both countries.
From equation (1) irp = i – r – E(p). A rough measure of the size of the inflation risk premium can therefore be obtained by deducting the expected long-term real rate of return (approximated as expected real long-term GDP growth), and expected long-term inflation, from the nominal rate of interest.[2] This measure indicates that since 1992 the inflation risk premium has fallen by approximately 2 per cent in
A detailed study of the inflation risk premium in the
As a deeper underlying cause of the low interest-rate level is thus not only low, but also stable inflation, the role of central banks can be highlighted. In recent years the western central banks have achieved the credibility to anchor inflation expectations at a low and stable level. In the future the central banks must be expected to continue to seek to maintain a stable inflation environment. Whether they succeed depends on whether the central banks' current monetary-policy strategies, combined with the overall economic policy, prove to be robust towards future shocks to the economies.
International trade and capital flows have expanded in recent years. This globalisation has served to push down price development and interest-rate levels in the western economies – directly via imports of cheaper goods (for both consumption and production) and indirectly by influencing wage formation.
The direct impact of globalisation should be viewed in the light of recent years' significant increase in the Asian countries' share of global trade, especially
|
|
Chart 7
|
![]() |
|
| Note: Left: Newly-industrialised Asia includes
|
|
| Source: Bureau of Labor Statistics, Bloomberg and own calculations. | |
It should be noted that compared to its output the
The indirect effect of globalisation is the increased wage competition between industrialised and developing countries. For example, the average hourly wage of a worker in
Globalisation does not stop here. The downward pressure on prices and wages will continue, and contribute to lower inflation expectations. Especially via the indirect effect of greater wage competition from
International economic conditions have been favourable in recent years, but this has not had the expected beneficial impact on investments. Viewed against global GDP growth the global investment ratio is thus relatively low, cf. Chart 8.[5] The generally weak demand for investment loans in recent years is assessed to be a factor contributing to the low long-term (real) yields.
| GLOBAL INVESTMENT RATIO AND ECONOMIC GROWTH |
Chart 8
|
![]() |
|
| Source: IMF, World Economic Outlook database. | |
Realised global savings and investments are by definition identical.[6] This means that actual global savings are also at a relatively low level. On the other hand, savings and investment plans can deviate considerably from each other, but changes in real interest rates and production will help to ensure equilibrium. If the propensity to save e.g. exceeds the propensity to invest, a falling real interest rate will help to balance savings and investments.
Recent decades' general tendency for global savings and investments to recede reflects the development in the industrialised countries, cf. Chart 9 (left-hand side). In the same period savings have tended to rise in the emerging markets and oil-producing economies, cf. Chart 9 (right-hand side), while investments in these countries rose up to the Asian crisis in 1997, after which they fell to a lower level.
| SAVINGS AND INVESTMENTS |
Chart 9
|
![]() |
|
| Source: IMF (2005). | |
The IMF (2005) concludes that the development in global savings in the period 1997-2004 can be explained by the factors that normally drive savings, e.g. lending to the private sector, where generally rising housing prices have led to an increase in the mortgage basis, and public-sector savings.
On the other hand, according to the IMF, the development in global investments in the period 1997-2004 cannot be explained by the factors that are normally assumed to determine investments. They ought to have risen both in industrialised countries and emerging markets, primarily as a result of decreasing financing costs.[7] In
The global tendency for lower investment has limited the demand for lending and thereby contributed to reducing real interest rates. This development has been particularly apparent in
Pension companies and the Asian central banks, which in current years demand large volumes of bonds, are two important groups of players in the bond markets. In the case of both groups, demand is derived from other factors besides real rates of return. With regard to pension companies, the demand is especially due to new rules for compiling pension companies' solvency and the covariation of long-term yields with the present value of the pension companies' obligations. The demand from Asian central banks has its roots in the exchange-rate policies of the Asian countries.
Pension companies
Gradual transition from defined benefit to defined contribution pension systems in the western countries has increased the importance of the pension companies' investment policies. At the same time, new accounting rules and changed supervisory practices have increased their demand for long-term bonds and thereby contributed to falling long-term yields. The implications of these new requirements are that interest-rate changes now affect the book values of both assets and liabilities. Under the new rules, pension companies wishing to minimise the risk exposure (volatility) of their financial results, and thereby the risk of insolvency, have a greater incentive to invest in assets showing a high degree of correlation with the valuation of future pension obligations – i.e. in bonds or swaps with long duration.
The valuation of future pension obligations is based on the discount rate. So far this has been assumed to be constant in some countries, e.g. in Europe, while in others, such as the
New accounting standards and regulations for European pension companies are now introducing market-based valuation of the obligations, so that the discount rate reflects movements in the yield curve. This requires that the discount rate is determined on the basis of the yield on a corporate bond of high credit quality (AA or the equivalent).
Previously, an interest-rate change did not alter the book value of the liabilities, while the assets appreciated if interest rates fell and depreciated if interest rates rose. Therefore solvency improved when interest rates fell. Under the new rules, the liabilities appreciate when interest rates are falling. In many cases the liabilities increase by more than the assets appreciate.[8] The reason is that many companies have operated with a shorter duration for their assets than their liabilities, since historically liabilities have not been subject to value adjustment. As a consequence, many pension companies have increased their demand for duration, typically in the form of long-term bonds.
In global terms pension companies are major players in the financial markets and therefore a large-scale restructuring of their portfolios can have decisive influence on price formation. In several countries pension companies' assets as a ratio of GDP are very substantial. A weighted average is 60 per cent for the OECD area (OECD 2005). The
The effect of portfolio restructuring from shares and short-term bonds to long-term bonds as declining yields at the long-term end of the yield curve is already apparent. Globally, this can be expected to be further amplified in step with the full international implementation of the rules and expansion of the pension sector.
Asian central banks
Asian central banks' large-scale purchases of US government bonds are a popular explanation for the current low level of interest rates.
The
The background to the bond purchases is especially the Asian countries' current-account surpluses, coupled with a preference for a stable or completely fixed exchange rate against the dollar.[10] The fixed-exchange-rate policy is achieved primarily by buying dollars against the local currency, and to a great extent the increasing foreign-exchange reserves are placed in US bonds. The purchases are thus a derived effect of the economic policy, rather than an investment in order to achieve higher yields. This has nourished speculation that the central banks are willing to finance the global balance-of-payments deficit on other terms than e.g. private investors.
It is very hard to quantify such effects, and in the economic literature opinion is divided on the impact of the bond purchases on interest rates, as well as the sustainability of a situation where the
For as long as they are financed, the large global imbalances can continue. If the Asian central banks finance the deficit on terms that other investors are less inclined to accept, then, potentially, interest rates may increase if the central banks at some point reduce or suddenly stop their bond purchases. The effect is uncertain, however, and will be less significant if there is a gradual transition to more flexible Asian exchange rates, possibly combined with a reduced borrowing requirement in the USA, e.g. via a fiscal tightening. A possible transition to more flexible Asian exchange rates, which will probably result in the revaluation of local Asian currencies, is complicated particularly by the considerable capital losses that the Asian countries would in such case incur on their very large portfolios of dollar-denominated assets.
The current low level of interest rates should be viewed in the light of low inflation expectations, a low inflation risk premium, increased globalisation, low global investments and large-scale bond purchases by pension companies and Asian central banks. In isolated terms, continued focus on fighting inflation and increasing globalisation can contribute to keeping long-term yields lower than experience from the preceding 30-40 years would indicate for some time to come. Bond purchases by pension companies and Asian central banks, as well as low investments, are assessed to be temporary phenomena that will disappear in the longer term. When that happens, it will tend to push interest rates up.
Buraschi, Andrea and Alexei Jiltsov (2005), Inflation risk premia and the expectations hypothesis, Journal of Financial Economics 75, pp. 429-490.
Cappiello, Lorenzo and Stéphane Guéné (2005), Measuring market and inflation risk premia in
The Danish Economic Council (2004), The Danish Economy, International Outsourcing, Chapter II, autumn (in Danish with English summary).
Evans, M.D. (2003), Real risk, inflation risk and the term structure. The Economic Journal 113, pp. 345-389.
Genberg, Hans,
Higgins, M. and T. Klitgaard (2004), Reserve Accumulation: Implications for Global Capital Flows and Financial Markets, Current Issues in Economics and Finance, Vol. 10, No. 10, Federal Reserve Bank of New York.
IMF (2004), Global Financial Stability Report, Risk Management and the Pension Fund Industry.
IMF (2005), World Economic Outlook, Chapter 2, September.
OECD (2005), Pension Markets in Focus, June, issue 1.
Rogoff, K. (2003), Globalization and Global Disinflation, IMF, Paper prepared for the Federal Reserve Bank of Kansas City conference on "Monetary Policy and Uncertainty: Adapting to a Changing Economy" Jackson Hole, WY.
Roubini, N. and B. Setser (2005), Will the Bretton Woods 2 Regime Unravel Soon? The risk of Hard Landing in 2005-2006, Article for the symposium "Revived Bretton Woods System: A New Paradigm for Asian Development?", Federal Reserve Bank of San Francisco and UC Berkeley, San Francisco, February 2005.
Wagner, H. (2001), Implications of Globalization for Monetary Policy, IMF Working Paper 01/184.
[1] In general terms, risk premium = price of risk × risk factor. Inflation volatility corresponds to considering the risk factor. The price of risk will generally vary over time and depend positively on the market's risk aversion. It is reasonable to assume that the risk factor determines the risk premium in the longer term.
[2] These expectations are compiled by Consensus Economics, and the sum is shown in Chart 3 (left-hand side) for the
[3] So far empirical studies of inflation risk premiums are rather limited. Other studies include Evans (2003) and Cappiello and Guéné (2005).
[4] The wage differences cannot be explained solely by productivity differences, since to some extent they are adjusted for educational background, experience, etc. (The Danish Economic Council, 2004).
[5] The concepts "investment" and "savings" in this section are to be understood as ratios of GDP. The concepts used are gross measures in current prices.
[6] This expresses that in principle the sum of the national current accounts of the balance of payments is zero. Due to measurement uncertainty this is not the case in practice, however. The difference between global savings and investment in this section is moreover a consequence of the fact that the IMF figures used only almost cover the entire world.
[7] One explanation for the model's over-prediction may be that it does not take sufficient account of falling prices for IT investments (investments are measured in current prices). In volume terms the drop in investments is thus more moderate (IMF, 2005).
[8] A realistic duration gap between assets and liabilities could be 10 years, e.g. the case of the
[9] The figures in this section refer to Roubini and Setser (2005).
[10] There has been special focus on