Asset Management Fixed Income Training Seminar Interest Rates – How to Position? Karsten Linowsky August 2014 Content Interest Rates – How to Position for the End of a Secular Bull Market? 1 Long-term perspective and central bank behavior 2 What to expect from “normalization” 3 Inflation – the big risk to fixed income investors The disclaimer at the end is also applicable to this page. Asset Management August 2014 2 1 Interest Rate History 30 Years of Secular Bull Market % % 14 12 10 8 6 4 2 0 Jan 84 Jan 88 Jan 92 US Jan 96 EMU Jan 00 Switzerland Jan 04 UK Jan 08 Jan 12 Japan Bond yields have trended lower over the last 30 years in all major developed markets (DM) Contributing (and correlated) factors: low inflation, low volatility, growing FX reserves, supportive monetary policies Sources: Bloomberg, Credit Suisse As of 07.07.2014 The disclaimer at the end is also applicable to this page. Asset Management August 2014 3 1 Secular Factor Inflation “The Great Moderation” 14 Inflation is not only lower on average than in previous periods, but volatility of inflation has decreased a lot as well Inflation targeting by central banks is one reason for this, but globalization of goods and labor has also had some influence Sources: Bloomberg, Credit Suisse As of 07.07.2014 The disclaimer at the end is also applicable to this page. Asset Management August 2014 4 1 Secular Factor Savings “The Global Savings Glut” The savings to GDP ratio in emerging market economies increased markedly after 2000 According to the IMF, rising oil prices, structural changes in the Chinese economy, financial constraints, demographic factors and official reserve accumulation have caused the savings increase Sources: Bloomberg, Credit Suisse As of 07.07.2014 The disclaimer at the end is also applicable to this page. Asset Management August 2014 5 1 Where Are We in the Cycle? (Rates, Growth, Inflation) On top of the long-term structural trends, markets are moving in cycles Usually, these cycles are closely linked to economic activity Extraordinary monetary policy measures have left interest rates lower than in previous cycles Labor market has improved over the last few years GDP cycle would suggest pickup as well Sources: Bloomberg, Credit Suisse As of 07.07.2014 The disclaimer at the end is also applicable to this page. Asset Management August 2014 6 1 A Simple Alternative Perspective Time to First Hike A simple model relating the 10-year Treasury yield to the time to first Fed hike has worked surprisingly well in the past five years, but might not work so easily in the future, when other factors get a stronger weight Source: Credit Suisse As of 30.05.2014 The disclaimer at the end is also applicable to this page. Asset Management August 2014 7 1 Central Bank Targets Inflation Today, all major central banks have a price stability target Most central banks use the headline consumer price index (CPI) The definition of price stability can vary, but in developed markets it is often seen at ~2% per year Growth Growth is often an implicit central bank target, as slack in the economy leads to a lack of price pressure – the Fed even has an explicit growth target (full employment) and therefore a dual mandate FX Central banks can follow an exchange rate policy, sometimes only temporarily Even central banks with a price stability target can often justify measures on the exchange rate by the currency effect on inflation Some simple simulations to steer the world economies: The Fed chairman game: http://www.frbsf.org/education/activities/chairman/ Bank of England monetary policy balloon: http://www.bankofengland.co.uk/education/Pages/resources/inflationtools/balloon/balloon.aspx The disclaimer at the end is also applicable to this page. Asset Management August 2014 8 1 Rule-based Approach The Taylor Rule In order to achieve their targets, central banks use several instruments (conventional and unconventional) to impact the economic activity and the level of prices. One instrument is to adjust short-term interest rates (e.g. Fed funds rate, ECB main refinancing rate). The Taylor Rule (formula) was introduced by Stanford economist John Taylor, in a way to provide “recommendations” on how a central bank should set short-term interest rates as economic conditions change, in order to achieve both its short-run goal for stabilizing the economy and its long-run goal for inflation: Where the target short-term interest rate is explained respectively by the inflation rate, the equilibrium real interest rate, the differential between the inflation rate and the target inflation, and finally the output gap calculated from the logarithmic differential between the real GDP and the potential output (determined by a linear trend). It suggests that central banks should increase interest rates in times of high inflation, or when output is above its full employment level, and decrease interest rates in the reverse situation The disclaimer at the end is also applicable to this page. Asset Management August 2014 9 1 Examples of Taylor Rule Projections Taylor rule implied rates point to lingering headwinds In percent United States United Kingdom Mean Taylor rate1 Euro area Range of Taylor rates2 Japan Market-implied rate3 The Taylor Rule can be used to simulate projections of the future monetary policy path According to the BIS, the simulation suggests that “the risk of central banks normalizing too late and too gradually should not be underestimated” Source: BIS Annual Report As of June 2014 The disclaimer at the end is also applicable to this page. Asset Management August 2014 10 Content Interest Rates – How to Position for the End of a Secular Bull Market? 1 Long-term perspective and central bank behavior 2 What to expect from “normalization” 3 Inflation – the big risk to fixed income investors The disclaimer at the end is also applicable to this page. Asset Management August 2014 11 2 Forward Rates and FOMC “Dots” What’s Priced In? 3.5% 3.0% 2.5% 2.0% 1.5% 1.0% 0.5% 0.0% Sep-14 Sep-15 FOMC "dots" Sep-16 FF futures Sep-17 2Y Swap path Federal Open Market Committee (FOMC) projections (median) can be compared with market implied Fed funds rates. In the above example, the market has been more cautious than the policy makers’ projections. Two-year rates would rise significantly before the first Fed hike actually occurs Sources: Bloomberg, Credit Suisse As of 03.07.2014 The disclaimer at the end is also applicable to this page. Asset Management August 2014 12 2 A Brief Reminder How to Calculate Total Returns At the moment, forward rates are high and curves are steep Total returns can be calculated for several assumptions of yield changes Overall, it is important how yields change relative to the forward curve Total return scenarios relative to the forward curve Using Bloomberg’s TRA function to do the calculation 12M horizon Sources: Bloomberg, Credit Suisse The disclaimer at the end is also applicable to this page. Asset Management August 2014 13 2 Total Return Simulations Relative to the Forwards 1.20% 1.00% 0.80% 0.60% 0.40% 0.20% 0.00% -0.20% 1 2 3 4 5 6 7 8 9 10 -0.40% -0.60% -0.80% later shift forwards earlier shift Total returns are equal to the “risk free” rate when forward rates are reached Return simulations can be done, for example, by shifting the forward curve forward or backward by a quarter Sources: Bloomberg, Credit Suisse As of 03.07.2014 The disclaimer at the end is also applicable to this page. Asset Management August 2014 14 2 Impact on the Yield Curve 3.0 0 2.5 1.0 2.0 2.0 3.0 1.5 4.0 1.0 5.0 0.5 6.0 0 7.0 -0.5 -1.0 Jan 89 8.0 9.0 Jan 93 Jan 97 Jan 01 10Yr-2Yr Yield Spread (US Treasuries) Jan 05 Jan 09 Jan 13 Federal Funds Target Rate (rhs, inv) The shape of the yield curve is linked to the rate cycle In “normal”, the short end of the curve is more volatile than the long end In the last five years, however, short rates were “fixed” at zero and short end volatility was low Sources: Bloomberg, Credit Suisse As of 03.07.2014 The disclaimer at the end is also applicable to this page. Asset Management August 2014 15 2 Term Structure Forecast Model Nelson-Siegel Model 3.50 par-yield curve USD 3.00 2.50 2.00 1.50 1.00 0.50 0.00 1 2 3 4 5 6 7 8 9 10 3M Forward curve Nelson-Siegel forecast CS forecast Spot curve The Nelson-Siegel type models are widely used for three reasons: 1. They are relatively easy to estimate 2. The parameters have intuitive interpretation, namely level, slope, curvature 3. They exhibit good empirical performance Sources: Bloomberg, Credit Suisse As of 07.07.2014 The disclaimer at the end is also applicable to this page. Asset Management August 2014 16 Content Interest Rates – How to Position for the End of a Secular Bull Market? 1 Long-term perspective and central bank behavior 2 What to expect from “normalization” 3 Inflation – the big risk to fixed income investors The disclaimer at the end is also applicable to this page. Asset Management August 2014 17 3 Financial Repression Low Long-Term Real Yields in % 8.0 7.0 6.0 5.0 4.0 3.0 2.0 1.0 0 -1.0 -2.0 Jan 07 Jan 08 10-year real yield USD Jan 09 Jan 10 10-year real yield EUR (Italy) Jan 11 Jan 12 10-year real yield GBP Jan 13 Jan 14 10-year real yield EUR (France) Not only have nominal yields fallen in the past, this is also the case for yields after adjusting for inflation This can be achieved, for example, by keeping the central bank rate at lower levels than in “normal” cycles, tolerating temporary overshootings in inflation and performing quantitative easing in long-term bonds Sources: Bloomberg, Credit Suisse As of 07.07.2014 The disclaimer at the end is also applicable to this page. Asset Management August 2014 18 3 Inflation-linked Bonds (ILB) Cash Flow Example Five-year ILB with 1.50% coupon issued at par; initial notional = 10,000 Assumption: Inflation 2% p.a. Year Today Inflation Index ratio Notional Coupon Notional payment Cash flow – 1.000 10,000.00 – -10,000.00 -10,000.00 1 2% 1.020 10,200.00 153.00 – 153.00 2 2% 1.040 10,404.00 156.06 – 156.06 3 2% 1.061 10,612.08 159.18 – 159.18 4 2% 1.082 10,824.32 162.36 – 162.36 5 2% 1.104 11,040.81 165.61 11,040.81 11,206.42 Notional = 10,000 × index ratio Index ratio changes with inflation Coupon = 1.50% × notional Cash flow = coupon + notional payment The disclaimer at the end is also applicable to this page. Asset Management August 2014 19 3 Breakeven Inflation in % 4.5 4.0 3.5 3.0 2.5 2.0 1.5 1.0 0.5 0 -0.5 Jan 07 Jan 08 Jan 09 10-year BE inflation USD 10-year BE inflation EUR (France) Jan 10 Jan 11 Jan 12 10-year BE inflation EUR (Italy) 10-year BE inflation EUR (Germany) Jan 13 Jan 14 10-year BE inflation GBP Breakeven inflation is the difference between nominal yields and real yields It tells how high inflation has to be on average so that the performance of an inflation-linked bond is the same as of a nominal bond with the same maturity Sources: Bloomberg, Credit Suisse As of 07.07.2014 The disclaimer at the end is also applicable to this page. Asset Management August 2014 20 3 Issuer Base Is Broadening Developed markets Emerging markets Year of 1st issuance 1981 1985 1991 1994 1995 1997 1998 2003 2004 2006 2012 2014 UK Australia Canada Sweden New Zealand US France Italy Japan Germany Denmark Spain Sum DM EMU France Italy Outstanding ILBs (USD bn) 683 30 60 35 9 1,035 223 287 42 95 6 7 2,512 Spain Outstanding ILBs (USD bn) 74 259 35 15 1 8 3 53 44 9 5 506 Sum EM US Germany Year of 1st issuance 1996 2000 2000 2002 2002 2003 2003 2006 2007 2007 2011 Mexico Brazil South Africa Chile Colombia Argentina Poland Israel Turkey South Korea Thailand 90,000 80,000 80,000 70,000 Maturity 2043 2041 2039 2037 2035 2033 2031 2029 2027 2025 2023 >=2038 2036 2034 2032 2030 2028 2026 2024 - 2022 10,000 2020 10,000 2018 20,000 2016 20,000 2021 30,000 2019 30,000 40,000 2017 40,000 50,000 2015 50,000 60,000 2013 Amount (Mio USD) 60,000 2014 Amount (Mio EUR) 70,000 Maturity Sources: Bloomberg, Barclays, Credit Suisse The disclaimer at the end is also applicable to this page. Asset Management August 2014 21 3 A Fair Value Model for Breakeven Inflation Factors Gradients of the Objective Function Growth indicator: JPM Global PMI Manufacturing Price and costs indicator: Consumer Price Index (YoY, %) Commodity prices: Brent Oil Economic activity indicator: 6-lag Unemployment Rate (%) Financial variables: USD Libor-OIS spread (measure of risk and liquidity in the money market) Source: Credit Suisse The disclaimer at the end is also applicable to this page. Asset Management August 2014 22 3 A Fair Value Model for Breakeven Inflation Output To a large degree, changes in breakeven inflation can be explained by fundamental variables This can be used to assess if there is “value” in the market, as the market tends to trade around the fundamentally derived value Source: Credit Suisse The disclaimer at the end is also applicable to this page. Asset Management August 2014 23 4 Summary and Conclusions Economic cycles and monetary policy Several factors have caused interest rates to fall to historically low levels Structural factors can explain the 30-year bull market, but cyclical indicators will be relevant in the short-to-medium term Central banks will react to the cyclical indicators in the coming years, probably by entering a hiking cycle Normalization Central bank assumptions can be compared with market implied rates Rate hike cycles are usually linked to yield curve flattening, led by the short end The two-year yield will rise significantly this year if the market continues to expect the first rate hike in 2015 But the yield curve is steep and forward rates are high Short positions have a highly negative carry Inflation Inflation is one of the biggest risks to fixed income investors The ILB market is a growing market, in which the bonds are linked to an inflation index and offer a fixed real yield Fundamental regression models can be used to determine if implied inflation rates of ILBs offer attractive value The disclaimer at the end is also applicable to this page. 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