Statistics
Canada has been in the news
lately because of an error it made in measuring the
consumer price index. The agency understated inflation because
it had hotel room rates decreasing when they actually were
increasing. Rather than looking for an error in the data,
they rationalized the strange result on the basis of how
the market might work with declining visits from the U.S.
Statistics
Canada has an excellent reputation amongst international
organizations that monitor the reliability of national statistical
agencies. Nevertheless, one of the lessons that should be
learned is to double and triple check when the numbers look
unusual. Another lesson is that Statistics Canada shouldn't
be beyond criticism; it needs to take responsibility for
the mess that has been made out of this year's census.
For
an example of how the agency publishes apparently contradictory
data, consider average construction wages in British Columbia.
Statistics Canada publishes two surveys that measure average
wages. Its Labour Force Survey (LFS) is quoted monthly as
the measure for unemployment rates, but that survey also
samples wage rates. The agency's Survey of Payroll Employment,
Earnings and Hours (SEPH) also reports on average wages,
and it has been doing so for longer. As its names suggests
SEPH looks at employees (payrolls) while LFS includes the
self-employed. Statistics Canada publishes dozens of tables
from its LFS in a three disk CD set titled "Labour
Force Historical Review".
Annual
data from the Historical Review on weekly construction wages
in BC, shown in the graph, indicate that construction wages
declined between 2001 and 2005. On an hourly basis, the
average rate was $20.32 in 2001 and $19.97 in 2005. On a
weekly basis, the rate was $827.09 in 2001 and $820.65 in
2005. It is hard to understand how construction wages would
be declining, or stagnant, at a time when everyone acknowledges
that BC is experiencing a construction boom which accounts
for the largest share of BC's job growth.
The
second graph compares monthly data for average weekly wages
in BC construction as measured by both SEPH and LFS. The
black line is the LFS numbers; the red line is the SEPH
numbers. Both lines have had trend lines drawn through them
using Microsoft's Excel option for fitting a polynomial.
The green line is the trend through the SEPH data; the blue
line is the trend through the LFS data.
According
to the LFS data, average construction wages in January 2006
were 1.4% lower than in January 2001; in February 2006 they
were only 0.3% higher than in February 2001, and in March
2006 they were only 0.1% higher than in March 2006. According
to the SEPH data, average construction wages in January
2006 were 10.2% higher than they were in January 2001. There's
a big difference between minus 1.4% and plus 10.2%! The
SEPH data show wages 13.5% higher in February 2006 than
in February 2001, and 11.1% higher in March 2006 than in
March 2001.
The
trend line for the LFS data between May 2001 and October
2006 is virtually flat, while the trend line for the SEPH
data shows a steady increase. The LFS data show a sudden
takeoff in construction wages between October 2005 and May
2006 (although they've dropped from $847.23 in May 2006
to $790.55 in July 2006); however, the SEPH data show a
drop from $834.77 in October 2005 to $788.08 in May 2006.
There
may be understandable reasons why Statistics Canada's two
surveys that measure wages show apparently contradictory
results. Other examples of contradictions between the two
surveys are easy to find. What is hard to understand is
why Statistics Canada offers no commentary on the contradictions
and behaves as if its separate divisions which are responsible
for the two surveys are distinct empires that don't communicate
with each other. Statistics Canada needs to be held accountable.
Most economists who regularly work with detailed data provided
by Statistics Canada are aware of difficulties with various
data series. In light of the CPI fiasco, it is time for
Statistics Canada to provide a clear explanation as to why
its two wage surveys indicate opposite trends.