# Investing in the Semiconductor Industry ETF SMH

Posted by Kevin Means, CFA on May 16, 2019 2:11:26 PM

Several
characteristics have provided consistent risk-adjusted excess return
for sector and industry ETFs, including value-, momentum-, quality-, and
sentiment-related factors. This article highlights an industry ETF
that is currently very attractive using an ETF selection model based
upon such factors: **VanEck Vectors Semiconductor ETF (SMH)**.

__Sector and Industry Selection Factors__

A “**factor**” is a mathematical way of measuring how
much of a certain characteristic a security has. For example, a stock’s
size is typically measured using market capitalization. A stock’s
value might be measured with its price/earnings ratio. Its quality
might be measured with its debt/equity ratio.

A previous article pointed out that some of the **same factors** (characteristics or attributes) that published academic research has found to be **helpful in selecting individual stocks** can be **helpful in selecting sectors and industries**. These factors can be grouped into the following categories:

**Value****Momentum****Quality****Sentiment**

In this article we will focus on **one factor in each category.** We will illustrate that factor’s use in sector and industry selection by showing how **SMH’s** **“factor exposures”** (or **“factor loadings”**) contribute to its expected **risk-adjusted** **return**
in Sapient Investment’s sector and industry ETF return forecasting
model. (At Sapient, we have a proprietary four-factor risk model to
separate out **risk-related return** from **risk-adjusted return**.)

We base our selection of factors on **published research**, confirmed with our own **primary research**.
We are able to analyze ETFs much like we would analyze stocks because
our database (FactSet) aggregates stock-level information on ETF stock
holdings up to the ETF level. For example, the P/E of an ETF is based
upon the P/Es of the ETF’s stock holdings aggregated up according to
their portfolio weights.

__Standardized Factor Exposures__

It may be readily apparent that stocks and ETFs with attractive
value, momentum, quality, and sentiment characteristics might make good
investments. The difficulty is translating that vague and intuitive
sense into something more** concrete and actionable**.
What specific factors should be used to measure each of these attractive
attributes? How much emphasis should be placed on each? Should the
relative weights be fixed, or should they be flexible and vary over
time? Quantitative methods are very handy for answering these
questions.

In general terms, the task of the quantitative analyst is to
construct an investment system that will maximize risk-adjusted return **in the future**.
It’s not that hard to construct a system that “works” based on
historical data. The problem is that too often, systems too heavily
trained on historical data will break down going forward in live use.

One important step that helps to prevent that is only testing factors
that have a strong basis in economic theory. Markets have a strong
tendency towards **efficiency**. Prices in efficient
markets fully reflect all available information. Exceptions to that
tendency must have a good explanation as to why they might exist and
persist. Academics who study markets have identified several “**anomalies**”—exceptions
to the general assumption of market efficiency. The books, journal
articles, and white papers published on these market anomalies provide
ideas for further primary research by the quantitative analyst. The
weight of accumulated academic evidence suggests that the strongest
factor anomalies are generally related to the four categories
highlighted here: value, momentum, quality, and sentiment.

The statistical test most often used to measure the “**payoff**” to a factor (the return associated with it) is **regression analysis**. It may be helpful to visualize the test within an Excel spreadsheet. In Column A is the “**dependent variable**” that you are seeking to explain: **monthly risk-adjusted returns**. Each row is for a security: in this case, a sector or industry ETF. Column B contains the **independent variable** you believe is associated with excess return: **the factor**. However, rather than the raw factor, it is often transformed into a **standardized factor exposure** as described next.

The mechanics of regression analysis require that both the dependent and the independent variables be “normally distributed.” That is, that they fall along a nice bell-shaped curve like the one shown below:

How much an ETF has of a particular factor can be measured with the “**standardized factor exposure**” using the following formula:

Standardized factor exposure = __(ETF factor exposure – Universe average factor exposure)__
Universe standard deviation of factor exposures

The graph above illustrates the **standard normal distribution**.
The line labeled “1σ” is for 1 “sigma” the Greek letter usually used
for one standard deviation. Note that in terms of percentile, a one
standard deviation factor exposure is **higher than 84.1% of the observations**—only 15.9% are above it. The Excel regression described above calculates how much added risk-adjusted return an ETF with a **one standard deviation factor exposure** achieved within the month being tested.

Of course, what we really want to know is not what factor returns
were in the past but what they will be in the future. Fortunately, some
factors within the four categories highlighted have both a **positive average payoff** and also to some extent a **trend-following tendency**
in the ebb and flow of their payoffs. Consequently, some sort of
moving average of recent payoffs can be a reasonably good forecast of
future expected payoffs. At Sapient, we use an **exponentially weighted moving average** of past returns to forecast the expected factor return over the next month.

In the sections that follow, we will drill down into one sample
factor within each of the four categories, showing its historical payoff
pattern within our universe of sector and industry ETFs. Currently,
there are **69 sector and industry ETFs** within our universe, so the sample is fairly broad. In addition, we will note the factor loading of **VanEck Vectors Semiconductor ETF (SMH)** with respect to each factor as of the **most recent month-end (April 30, 2019)**,
and cite the expected risk-adjusted return contribution for SMH derived
from each factor. The final section will provide our overall expected
return for SMH and cite a few fundamental factors affecting its
investment attractiveness.

__Value Factor: EBIT/EV__

**EBIT is** **earnings before interest and taxes (EBIT). **It is divided by **enterprise value (EV)**, which **includes the market value of equity and the book value of debt**. This value ratio is one that a private equity investor looking to purchase a whole company might use.

The graph above is a “**factor graph**.” It shows the **cumulative return** from a **portfolio** of sector and industry ETFs that is **neutral in all respects but has a one standard deviation above average exposure to the factor**. EBIT/EV has had a cumulative return of about 34% since 2008, which equates to **about 3.0% per year**. 3.0% does not appear very impressive on the surface. However, note that it is **not cumulative total return** that is being measured

**but the log of cumulative**.

__residual__return**The distinction is vital.**The vast majority of return for sector and industry ETFs is systematic return, most especially return derived from an ETF’s market beta or sensitivity to the market.

**Residual return is the return that is left unexplained by an ETF’s systematic risk factor sensitivities.**Over the long-term,

**the average residual return for all of the ETFs in the sector and industry universe is**

**zero**! That’s right. There is

**no alpha**. Overall, on average, over the long term, ETFs earn return only from their systematic risk sensitivities, especially their sensitivity to the market (or market beta).

As of April 30, 2019, VanEck Vectors Semiconductor ETF (SMH) had a **standardized factor exposure** to EBIT/EV that of **.67**,
meaning that it was .67 standard deviations above the average. Based
upon that factor’s exponentially weighted moving average payoff, we
expected that a one standard deviation factor loading would add **.18%** (or 2.16% per year) to risk-adjusted return over the following **month**.
We simply multiply SMH’s factor exposure (.67) by the expected payoff
within the sector and industry ETF universe (.18%) to get the expected
risk-adjusted return contribution of **.12% **(or 1.45% per year).

__Momentum Factor: 12-Month Exp Wtd Residual Return__

Most published work on momentum uses returns over the **prior twelve months**
as the basis for the calculation. When defining momentum for
individual stocks, the last month is omitted because of the strong
tendency for stocks to experience short-term reversal. However, when
dealing with sectors and industries, the last month is typically
included because there is no evidence of short-term reversal.

Returns for various trailing time periods may be used to capture
momentum effects—3,6,9, and 12 months have all been used, although
12-month trailing return is by far the most common. At Sapient
Investments, our preferred methodology is to use the **exponentially-weighted 12-month moving average** (shown below), rather than an equal-weighted 12-month moving average.

The other important twist that we apply to measuring ETF return momentum is to **use residual returns rather than total returns**
as the basis for the factor. Since we are attempting to forecast
residual returns, it makes sense to use trailing residual return to
build our factor.

The factor graph for 12-month exp. wtd. residual return (above) shows an **annualized average “pure factor” residual return of** **3.7% per year**.
In this case, what is being depicted is the cumulative log of residual
return to a portfolio that is neutral in all respects but has a **1% positive exposure** (rather than a one standard deviation positive exposure) to the factor (that is, a 12-month exp. wtd. residual return of 1%).

As of April 30, 2019, VanEck Vectors Semiconductor ETF (SMH) had a 12-month exponentially weighted residual return of **.86%.**
We do not use a standardized exposure for this factor because we want
to retain the raw data, including the sign. Our model indicated that we
expected a payoff of **22.35%** of whatever the raw factor loading was. In the case of SMH, we expect a risk-adjusted return of **.19%** (.86% x 22.35%) over the next month, which equates to an annualized return of 2.31%.

__Quality Factor: ROIC __

**Return on invested capital (ROIC) **is a measure of how profitable a company is. ROIC is **net income divided by invested capital**,
which consists of the book value of both debt and equity. It differs
from ROE (return on equity) in that both debt and equity are included in
the denominator, so a company that uses debt instead of equity as a
source of capital is not rewarded.

ROIC is indeed a powerful factor, returning an average of **5.3% per year**
since 2008 as shown in the factor graph above. Technology stocks tend
to have the highest ROIC at present. SMH certainly fits this profile.
As of April 30, 2019, VanEck Vectors Semiconductor ETF (SMH) had a **standardized factor exposure** to ROIC that of **2.37**
meaning that it was 2.37 standard deviations above the average. Based
upon that factor’s exponentially weighted moving average payoff, we
expected that a one standard deviation factor loading would add **.20%**
(or 2.40% per year) to risk-adjusted return over the following month.
Since SMH had a factor exposure of 2.37, it’s added expected
risk-adjusted monthly return from its exposure to ROIC was **.47% **(or 5.69% per year).

__Sentiment Factor: EPS Estimate Revision Diffusion__

The **changes that analysts make in their forecast of future EPS** has been shown to be a powerful predictor of future relative performance for stocks for many years. **“Diffusion”** is calculated as **(#up - #down) / (#up + #down)**,
which is a way of calculating %up-%down. “# up” means the number of
upward analyst revisions of EPS in the last month. At Sapient
Investments, we use a fairly complex way of incorporating changes in the
EPS forecasts that analysts make for the underlying constituents of an
ETF, combining data for the next two fiscal years.

Because it is based on changes in the estimate of future earnings, EPS estimate revision diffusion tends to be the most **forward-looking**
factor, providing an early warning if the outlook for a sector or
industry is changing. It has had a fairly consistent annualized average
residual return of 3.8%, with few significant drawdowns.

As of April 30, 2019, VanEck Vectors Semiconductor ETF (SMH) had a **standardized factor exposure** to EPS Estimate Revision Diffusion that of **.76**,
meaning that it was .76 standard deviations above the average. Based
upon that factor’s exponentially weighted moving average payoff, we
expected that a one standard deviation factor loading would add **.19%** (or 2.28% per year) to risk-adjusted return over the following **month**.
SMH had a factor exposure of .76, so it’s added expected risk-adjusted
monthly return from its exposure to EPS Estimate Revision Diffusion was **.14% **(or 1.73% per year).

__Putting It All Together__

The four factors analyzed above represent a subset of the factors
that we currently use in our sector and industry ETF return model at
Sapient Investments, but they are some of the most important ones. The **overall sum of our factor-based risk-adjusted monthly return forecasts for SMH** on April 30, 2019 was **1.79%**. This was the highest risk-adjusted monthly return forecast within our sector and industry universe.

In addition to the factors we use to forecast risk-adjusted return, we also forecast **risk-related return**.
For equity ETFs, this forecast is primarily driven by our return
expectation for the overall stock market and the ETF’s stock market
sensitivity or “**beta**.” Our proprietary four-factor risk model indicated that SMH had a fairly high stock **market beta of 1.39** on April 30, 2019. At that time, we were forecasting a **stock market return of 8.04% per year, or .67% per month**, so the one-month risk-based return forecast for SMH was **.93% **(1.39 x .67%). Adding the risk-adjusted and risk-related forecasts together resulted in a **total monthly return forecast of 2.72%**.

**SMH was had the highest expected return** and a close substitute, iShares PHLX Semiconductor ETF **(SOXX) was a close second**.
Clearly, semiconductor stocks were exhibiting an attractive combination
of value, momentum, quality and sentiment on April 30, 2019.

**Semiconductors had very high profitability and strong earnings and cash flow growth**
because of the enormous demand for semiconductors, which are vital for
an increasing number of applications (computers, phones, cars, consumer
and business electronics) with some major information technology themes
providing long-term tailwinds, including the internet of things, the
cloud, and artificial intelligence.

Historically, the semiconductor industry has been **highly cyclical**. Semiconductor spending is very **economically sensitive**. Because chips are light and easily shipped, production can take place in many locations. **Trade frictions** can disrupt supply chains and also dampen demand. This has recently been **a significant risk factor** for the industry.

Despite its risks, SMH appears attractively valued relative to its fundamentals, which are quite strong.

Both SMH and SOXX are relatively inexpensive, highly liquid ETFs. The **expense ratios** for **SMH and SOXX** are **.35% and .47%** respectively, and their respective **average bid-ask spreads** are **.01% and .03%**.
SMH is slightly smaller than SOXX in terms of assets under management
but is our favorite between the two because of its lower expenses of
purchase and ownership.

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