馃攳
Small Cap and Value Stocks - YouTube
Channel: Ben Felix
[0]
- I owe all of you an apology.
[2]
This is my 50th video and
in all of our time together
[5]
there is something that
I have never told you.
[8]
I have concluded many of my
videos with some variation
[11]
of you are probably better off
[12]
in low cost market cap
weighted index funds,
[15]
which is a statement that I believe.
[17]
What I have not told you
[19]
and the reason that I
think I owe you an apology,
[21]
is that I do not invest my own money
[23]
in market cap weighted index funds.
[25]
I'm Ben Felix, Portfolio
Manager at PWL Capital.
[29]
In this episode of Common Sense Investing,
[31]
I'm going to remind you that there is more
[33]
to sensible investing than
market cap weighted index funds.
[37]
(bright music)
[39]
Before anyone gets upset, don't worry,
[42]
I do invest in a portfolio of index funds,
[44]
but they're not all market
cap weighted index funds.
[47]
Market cap weights means that
the weight of each company
[50]
in the index fund matches
the weight of that company
[52]
in the market.
[54]
For example, RBC makes up 6.57%
[57]
of the S&P TSX Composite Index,
[60]
which represents the Canadian market.
[62]
So XIC, an ETF tracking
the S&P TSX Composite Index
[66]
holds 6.67% of its assets in RBC shares.
[71]
In a market cap weighted index fund,
[73]
you end up with a lot
of your money invested
[75]
in large cap stocks because
they make up most of the market,
[78]
and a fairly even mix of value stocks,
[81]
which are stocks with lower prices
[82]
relative to their book value
or earnings and growth stocks,
[86]
which are stocks with
higher prices relative
[88]
to their book value or earnings.
[90]
Take a look at this style
box analysis for XIC.
[94]
You can see that it is mostly large cap
[96]
and an even mix between value and growth.
[98]
There is nothing wrong
with market cap weights,
[101]
but there is evidence that
certain types of stocks
[104]
within the market should be
expected to do better over time.
[108]
Two of the most prolific
examples are small cap
[111]
and value stocks.
[113]
I know this may sound
like active management,
[115]
but trust me on this one,
you'll want to hear me out.
[118]
Let's start with the basics.
[120]
Index investing is based
on financial markets
[122]
being efficient most of the time.
[125]
In other words, the market
prices of stocks and bonds
[127]
are right or as close to
right as anyone can get
[131]
pretty much all of the time.
[133]
In an efficient market,
the price of a stock
[135]
contains a lot of information.
[137]
Expected stock returns
are related to risk,
[140]
where higher risk generally indicates
[142]
higher expected returns.
[144]
Risk is reflected in prices and the way
[146]
that prices move over time.
[148]
There are models called
asset pricing models
[151]
that help us to understand
the relationship between risk
[154]
and expected returns.
[156]
Asset pricing models
have evolved over time
[158]
as our understanding of asset
pricing has gotten better.
[162]
There have been a lot of
breakthroughs in asset pricing
[164]
and financial market research
in the last 60 years.
[167]
And a lot of these
breakthroughs have been related
[169]
to risk factors.
[171]
Let me explain.
[173]
If we take two portfolios, one 50% equity
[177]
and 50% cash and the other 100% equity,
[181]
we know that they're going to have
[182]
different expected returns
due to the different levels
[184]
of exposure to the market risk
factor, known as market beta.
[189]
Differences in exposure to
market explains about two thirds
[192]
of the difference in returns
between diversified portfolios.
[196]
If we took two portfolios,
one with a 10% return
[199]
and one with a 16% return,
[202]
their relative exposure to
market beta would explain
[205]
about 4% of the 6% return difference.
[208]
When we talk about
breakthroughs and asset pricing,
[211]
we're talking about researchers
discovering other risks
[213]
that consistently explain
the differences in returns
[216]
between diversified portfolios.
[218]
The more independent risk
factors that we discover,
[221]
the more of the difference in returns
[223]
between diversified
portfolios we can explain.
[226]
There are hundreds of factors
that have been documented
[228]
in the academic literature,
[230]
but only five or so of
them are generally accepted
[232]
as being true independent risk factors.
[235]
The two that we were talking about today
[237]
are company size and relative price,
[240]
more commonly known as the value factor.
[242]
I hope you're still with me.
[244]
I have talked about factor
investing in the past,
[246]
but not like this.
[247]
Today, we are going deep.
[249]
I mentioned market beta,
[251]
any discussion on factor investing
[253]
has to start with market beta,
it was the original factor.
[258]
In the 1960s, the primary
asset pricing model
[261]
was the Capital Asset
Pricing Model or CAPM.
[264]
The CAPM looks at the
measure of sensitivity
[266]
between an asset or portfolio and the risk
[269]
of the overall market.
[272]
That measure is what is
referred to as market beta.
[275]
A market cap weighted equity index fund
[277]
would have a market beta of one.
[279]
A portfolio consisting of 50%
[281]
market cap weighted equity index fund
[283]
and 50% cash would have
a market beta of 0.5.
[288]
If the market goes up 10%,
[290]
the portfolio with a beta
of one would also go up 10%,
[293]
while the portfolio with a
beta of 0.5 would go up 5%.
[298]
It's a measure for the
sensitivity to market risk.
[301]
In its time, market beta was the only way
[303]
that we could compare two portfolios.
[306]
If two portfolios had different
returns but the same beta,
[309]
the unexplained portion of
the difference in returns
[312]
would be attributed to a manager's ability
[314]
to select securities or time to market.
[316]
A portfolio manager that
can take the same amount
[318]
of risk while delivering a higher return
[321]
is of course desirable.
[323]
That excess risk adjusted
return is known as alpha,
[326]
which is the holy grail of investing.
[328]
The CAPM was the foundation
of asset pricing models,
[331]
but over time it was shown to be flawed.
[335]
As I mentioned earlier, market
beta is only able to explain
[337]
about two thirds of the
differences in returns
[339]
between diversified portfolios.
[341]
What about the remaining one third?
[343]
The CAPM was proven to be flawed
[345]
when Rolf Banz wrote his
1981 paper, The Relationship
[349]
Between Return and Market
Value of Common Stocks.
[353]
He showed that small stocks
[355]
had consistently had
higher average returns
[358]
that could not be explained
by their market beta.
[361]
In other words, viewed
through the CAPM lens,
[364]
small stocks were generating alpha,
[367]
excess risk adjusted returns.
[369]
In 1985, the CAPM took another blow
[373]
when Barr Rosenberg, Kenneth
Reid and Ronald Lanstein
[377]
found that stocks with a high book value
[379]
relative to their market price,
[380]
commonly known as value stocks,
had higher average returns
[384]
that were again not
explained by market beta.
[387]
Their paper, Persuasive
Evidence of Market Inefficiency
[391]
was further evidence that market beta
[393]
does not tell the full story
[395]
of how the market prices assets.
[397]
These findings at the
time seemed to be proof
[400]
that markets were not efficient.
[402]
If some types of stocks
[404]
could have consistently higher returns
[406]
without any additional risk,
[408]
then the market is clearly
mispricing those types of stocks.
[412]
If that is in fact the case,
[414]
then markets are by
definition not efficient.
[417]
However, Eugene Fama, the
man who originally proposed
[421]
the concept of market efficiency,
[423]
had a very strong rebuttal.
[425]
In 1992, Eugene Fama and Kenneth French
[428]
pulled together the anomalies
[430]
that had apparently been
disproving market efficiency
[433]
and brought everything back to reality.
[435]
They showed that the
market was still efficient,
[438]
but we needed to account
for additional types of risk
[441]
independent of the risk of the market
[443]
in our asset pricing models.
[445]
Instead of the single risk factor model
[447]
that had been used for years,
[449]
Fama and French proposed
a three-factor model
[452]
for asset pricing, including market risk,
[455]
the risk of small stocks and
the risk of value stocks.
[458]
When they added in the
independent risks of small
[461]
and value stocks alongside market beta,
[464]
they made the apparent alpha of small cap
[466]
and value stocks go away,
[468]
and they significantly
increased the explanatory power
[471]
of the asset pricing model.
[474]
Remember that under the CAPM,
small cap and value stocks
[477]
appeared to have higher average returns
[479]
without any extra risk.
[481]
The three-factor model showed
[483]
that they had higher average returns
[485]
because they were exposed
to a different kind of risk
[487]
that is independent of the market.
[489]
Instead of explaining two
thirds of the difference
[491]
in returns between diversified portfolios,
[494]
the three-factor model
explains 90% of the difference.
[497]
At this point we have three
independent risk factors
[500]
that explain the majority of
differences in stock returns.
[504]
Since then, there have been a
few more major breakthroughs,
[507]
but we are going to stop with
the three-factor model today.
[510]
So why do we care about
these risk factors?
[513]
Each of the risk factors, market beta,
[515]
size and relative price,
[517]
have historically delivered
meaningful risk premiums.
[521]
Let's take a quick peek
at some of that data.
[524]
First, we need to understand
[525]
how factor risk premiums are measured.
[528]
The market risk premium
is measured as the return
[530]
of the market, like a
market cap weighted index
[533]
minus the return of one
month treasury bills
[536]
also known as the risk free asset.
[538]
The size risk factor is
measured by the return
[541]
of small cap stocks minus the
return of large cap stocks,
[544]
which is why it is referred
to in the academic literature
[547]
as SMB, Small Minus Big.
[550]
The value risk factor
is measured by stocks
[552]
with a high book value
relative to market price
[555]
minus the stocks with a low book value
[557]
relative to market price,
[558]
which is why it is referred
to in the literature
[560]
as HML, High Minus Low.
[564]
All right, so historically in the US,
[566]
from July 1926 through December 2018,
[570]
the market premium was
6.28% per year on average.
[575]
You get that by owning a
market cap weighted index fund
[577]
like XIC for Canadian
stocks, or XUU for US stocks.
[582]
SMB, the size premium, was
1.88% per year on average
[587]
and HML, the value premium,
was 3.78% per year on average.
[592]
We're leaving those additional
premiums on the table
[594]
with a market cap weighted index fund.
[597]
When Fama and French came
up with their paper in 1992,
[600]
they were criticized for data mining,
[602]
because they only looked at US stocks.
[604]
That criticism was promptly
addressed with global data,
[608]
which we now have at our fingertips.
[610]
We only have data going
back to 1990 through 2018,
[614]
but globally, excluding
the US, the market premium
[617]
has been 2.31%, the size
premium has been 0.08%
[622]
and the value premium has been
4.29% per year on average.
[627]
In all cases the premiums are positive,
[630]
though clearly in some cases
[631]
they are more positive than others.
[633]
Global EX US SMB is not that exciting
[636]
with a premium of 0.08%
per year on average.
[640]
I addressed this in detail in my video,
[642]
The Problem With Small Cap Stocks,
[644]
but in short, small cap growth stocks
[647]
with weak profitability
makes small caps as a whole
[650]
look kind of bad.
[651]
If you take them out, which you can do
[653]
with the right index fund,
[655]
small caps look much, much better.
[657]
I want to talk a little
bit about persistence.
[660]
I have heard some skepticism
about the factor's ability
[663]
to continue delivering a
risk premium into the future.
[666]
I would argue that anyone who believes
[668]
in the market risk premium has to believe
[670]
in the size and value premiums.
[673]
They are all based on
markets being efficient
[675]
and accurately pricing risk into stocks.
[678]
If we do not believe in the
size and value premiums,
[681]
then we should not believe
in the market premium either.
[683]
If we look at rolling 10
year periods in the US
[686]
going back to July 1926 and through 2018,
[690]
the market risk premium has
been positive 85% of the time.
[694]
The size premium has been
positive 72% of the time
[698]
and the value premium has
been positive 84% of the time.
[702]
Can we think about that for a minute.
[704]
US value stocks have
historically been as likely
[707]
to beat growth stocks
as the market has been
[709]
to beat one month treasury bills.
[711]
In Canada, value has
historically beaten growth
[714]
over 10 year periods more
often than the market
[716]
has beaten treasury bills.
[718]
In international stocks,
we see the same story,
[720]
with the value premium being more reliable
[723]
than the market over 10 year periods
[724]
and international small stocks
have beaten large stocks
[727]
with about the same frequency
as international market
[730]
has beaten treasury bills,
88% of the time for the market
[733]
and 87% of the time for small cap stocks.
[736]
We are currently living through a period
[738]
where small cap and value stocks
[740]
have not been that great,
even for the past decade.
[744]
From the data that we just
saw, this is not abnormal.
[747]
In fact, it has happened many
times throughout history.
[750]
But remember, we know from
the data that this can happen
[753]
to the market, just the
same as it can happen
[755]
to size and value.
[757]
This decade has been great for the market
[759]
and not so great for size and value.
[761]
Periods like this are expected to happen.
[764]
And historically, it has
happened to the market
[766]
at least as often if not more often
[769]
than it has happened to size and value.
[771]
The past decade is not a reason
[773]
to abandon small cap and value stocks.
[775]
I think that these data
are pretty compelling.
[778]
These factors aren't just
some off the cuff observation,
[781]
they play a crucial role
in our understanding
[784]
of financial markets and
they have been as reliable,
[787]
if not more reliable than
the market as a whole
[790]
at delivering positive
risk premiums over time.
[793]
I don't know how anyone
can ignore this data.
[796]
Now remember, if you own
small cap and value stocks
[799]
in market cap weights, the
weights that exist in the market,
[803]
you only have exposure to
the risk of the market.
[806]
To get exposure to the independent risk
[808]
of small cap and value stocks,
[810]
you need to own them in weights
[812]
higher than they exist in the market.
[814]
Practically, this just means loading up
[817]
on some additional
small cap and value ETFs
[820]
on top of your market cap weighted ETFs.
[823]
Unfortunately, there are no good ETS
[825]
to accomplish this for Canadian
and international markets.
[829]
There are some good ETS
for getting exposure
[831]
to US small cap value and value stocks.
[834]
Adding these ETFs
[835]
to a market cap weighted
ETF model portfolio
[838]
increases its 20 year
historical performance,
[841]
improves its worst three year performance
[843]
and decreases its standard deviation.
[846]
I have written about this in detail
[848]
in my recent paper,
Factor Investing With ETFs
[850]
which is linked in the notes.
[852]
Now, I do want to add,
[854]
I am not saying that everyone needs to go
[856]
and buy small cap value ETFs
to be a sensible investor,
[860]
just like not everyone needs
to go and buy US listed ETFs
[862]
in their RRSP to increase
their tax efficiency.
[865]
For many people, the simplicity
of something like VGRO
[869]
is the best recipe for success.
[871]
I do firmly believe though,
[873]
that anyone who is already
slicing up their portfolio
[876]
for lower costs or
increased tax efficiency,
[878]
should be considering an allocation
[880]
to US small cap value and value stocks
[883]
to increase their
portfolios diversification,
[886]
expected returns and
statistical reliability.
[889]
In my factor tilted ETF model portfolio
[892]
that I propose in my recent paper,
[894]
I have used one third XUU or ITOT,
[897]
one third IJS and one third IUSV
[901]
for the US equity portion of the portfolio
[904]
to gain meaningful but
cost effective exposure
[906]
to the US, size and value premiums.
[909]
To be clear, I do not invest
[911]
in this ETF model portfolio myself,
[914]
I use dimensional fund advisors
factor tilted index funds
[917]
in my portfolio.
[919]
I try to avoid talking about
dimensional on this channel
[921]
because you can't access their products
[923]
unless you're a client of
my firm or a firm like it
[926]
that dimensional has approved.
[928]
My ETF model portfolios are my attempt
[931]
at making factor investing
accessible to any DIY investor.
[934]
Have you thought about adding
small cap and value ETFs
[937]
to your portfolio?
[938]
Tell me about it in the comments.
[940]
Thanks for watching.
[941]
My name is Ben Felix of PWL Capital,
[944]
and this is Common Sense Investing.
[946]
If you enjoyed this video,
[947]
please share it with someone
you think would benefit
[949]
from the information.
[951]
Don't forget, if you've run out
[953]
of Common Sense Investing videos to watch,
[955]
you can tune in to weekly episodes
[956]
of the Rational Reminder podcast
[958]
wherever you get your podcasts.
[960]
(bright music)
Most Recent Videos:
You can go back to the homepage right here: Homepage





