do smart beta risk premium exist? september 2009
TRANSCRIPT
Introduction
Definition of risk?
Beta or
Protecting capital & generating a real return over time
Smart beta implies capturing excess return above required return
This is credible and achievable
But how do you best capture it? The focus is on systematic risk
How do you best capture the stock specific excess return?
Many approaches to capturing excess returns – you decide?
How should you define risk?
First and foremost, managing downside risk must be embedded in your investment philosophy
Risk does not reside in price changes and cannot be summarized into a single number
In the world of investing risk translates into
A permanent loss of capital
Your savings not keeping up with inflation
This is reflected in the difference between the share price & intrinsic value
The pitfalls of “the market” - benchmark
Over allocation to large caps
BM’s are themselves inherently risky and result in a misallocation of capital. They are biased towards momentum
Do not make best use of portfolio managers’ skills
BM strategies may do proportionally better in bull markets, they also participate fully in the inevitable busts
Suffer from excessive levels of concentration
Active managers & smart beta managers aim to exploit this
Increasing the probability of out performance
Sector Allocations in a Market Capweighted Benchmark
Resources (18)44%
Financials (34)19%
Small Caps (69) 3%
Industrials (45)34%
Sector Allocations in an Equalweighted Benchmark
Small Caps (69) 42%
Resources (18)11%
Industrials (45)27%
Financials (34)20%
Source: SIM
Concentration and stock specific risk in the benchmark
A recent study has shown that the JSE All Share index performs similarly to an equal weighted portfolio of 16 stocks
(Kruger and van Rensburg, IAJ, Nov 2008)
BIL
AGL
SOL
MTN
SAB
SBKANGCFRIMP
GFI
FSR
OML
SLM
BVT
SHP
TBS
GRT
REI
MUR
SUIDSY
GNDKEH
How do we capture the stock specific alpha?
9
The “value premia” – it does exist (SA context)
Source: SIM
Factor Quintile 12 24 36 48 60
Book to price Quintile 1Quintile 5
7.7%-6.7%
7.5%-7.2%
7.3%-6.9%
6.8%-7.0%
6.3%-7.8%
Dividend Yield Quintile 1Quintile 5
4.1%-3.7%
3.9%-4.4%
4.4%-4.8%
4.8%-4.5%
5.7%-4.0%
Earnings Yield Quintile 1Quintile 5
6.3%-4.3%
5.2%-4.3%
5.3%-4.7%
5.5%-4.7%
5.2%-4.7%
Normalised EY Quintile 1Quintile 5
7.5%-6.7%
7.6%-5.3%
6.5%-4.4%
6.1%-4.2%
5.4%-4.4%
Norm EY minus EY Quintile 1Quintile 5
4.3%3.6%
5.3%2.0%
5.5%2.3%
5.6%1.2%
5.7%0.6%
Norm ROE minus ROE Quintile 1Quintile 5
-2.6%-1.8%
-0.3%-2.6%
1.2%-1.7%
2.7%-2.1%
4.2%-2.5%
The link between business economics & value
Current ROE % 93% 93%
Current dividend cps 420 420
Current payout ratio % 63% 63%
Long term payout ratio % 60% 60%
Discount rate % 14% 14%
5 year average ROE (expected) % 50% 60%
Fade to long term ROE % 20% 20%
Fair intrinsic value cps 4600 5400
Current price cps 3770 3770
Upside to fair value % 22% 43%
Current market implied ROE % 36%
Implied PE ratio x 17 20
DDM Model
Great business economics
Business economics needs to be discussed, debated & rationalised – this is not a true Benjamin Graham investment
Source: SIM
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Best view investing
Exploit behavioural factors – fear & greed
Markets may be “efficient” in S-T, but
Market participants are often irrational in interpreting it!
Smart beta – can it capture this?
Mean reversion: returns & ratings mean revert!
How do you capture this in smart beta approach?
These two factors are timeless in nature
The “elusive” small cap premia
12
Behavioral factors – fear & greed
Source: INet
● 97% value lost from peak to trough (1 yr)
● 40 years to recover (compounding @ 10%)
So markets are efficient?
Herd mentality – fat tail event
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Implied PE ratio Intrinsic value Grow th (g)
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Mean reversion
Source: SIM
PE = [(1+g)/(k-g)]* PR
where :g = growth, k = required return, PR = payout ratio Stock returns: dividends & future growth, not volatility!
Mean reversion : Growth rates & PE ratios
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Example – misinterpretation of value (Amplats)
Source: SIM, Thompsons, Barra
Returns were well above normalised, realistic levels How do you capture this in smart beta approach?
Not the time to have bought
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70%Current PE Current ROE
Challenges with smart beta
How do you leverage off active corporate governance? There are benefits to L-T responsible investing
Can you avoid bubbles & turning points? How do you avoid investing in potential bankruptcies? Do you maximise wealth over time relative to best
view investing? How are you managing risk – protecting loss of capital,
real returns? How do you fully capture irrationality in the market?
Benefits of “best view” investing
Benefit from active corporate governance & SRI
Avoid problems associated with “benchmarks”
More concentrated portfolios – benefit from best views
Move from market risk to manager risk
Risk defined as protecting capital & real returns (not volatility)
Conclusion
Do smart beta exist?
It does, but does it maximise wealth over time?
Can active management add incremental alpha?
Yes, optimal portfolio construction, fundamental overlay
Do opportunities exist to beat the market? Yes. Why?
Markets are irrational – driven by fear & greed
A value premia is evident
Small cap premia exist at times
Rational behaviour & patience pays off
How smart is beta?
Karl Popper – the best way to falsify a model: falsify its predictions
Beta: measuring risk i.t.o. variability of historical returns is bizarre
Example:
Consider a piece of land – price varies more than “the market”
It drops over three years by 90%, prime space, 15% yield
Beta = 1.5
Compared to land moving in line with market, beta 1, yield 3%
Which one is more “risky”?
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Beta – are you telling me that this stock is riskier?
Source: SIM, Thompson, Barra
AMS price dropped 70%, Platinum price dropped 63%, beta rises to 1.7
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1,400.0F
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Current Price Beta
Alpha – what do we mean by it?
Alpha represents stock specific returns in excess of the “market”
Is this only what investors want to achieve?
Do investors not want to maximise geometric wealth?
Or to protect capital & generate real returns?
Is “the market” a good proxy for achieving above?
Source: INet
Value & business economics
“Can anything be considered cheap in current market conditions
– Michael Coulsen, Finweek, 4/9/2008
“It may be best to hedge your bets in an unsettled world”
– Sharon Wood, FM 22/02/2002
Staff strike
Emerging market bond crisis
How do you capture good business economics & value
Diversification – not more stocks, but which stocks
Total Risk vs Num Stocks for Different Universes - Average of 1000 random Portfolios
25%
30%
35%
40%
45%
50%
0 5 10 15 20 25 30 35 40
Average Stocks in Portfolio
Ave
rag
e T
ota
l R
isk
J202
J200 J200 & J201 J203
J201 & J202