It works like this:
Census ACS three-year estimates are period-based rather than
representing a point in time, with a small number of samples drawn each
month over a 36-month period. Of course, when you have samples, they
must be weighted to represent a control total. That control total is
the middle year of the period. So far, Census has released one-year
data for 2005 (households only, no group quarters), 2006, 2007, and the
3-year set for 2005-2007. There is no ACS sample survey data yet for
2008 - only the annual control totals for each county, the Annual
Estimates. The 2008 ACS sample survey data will come out this fall.
Since there is no group quarters data for 2005, the three-year set has
its GQ data from 2006 and 2007 weighted higher to account for the
missing year.
Here's another complication: every year, Census revises the post-censal
annual estimates/control totals for each previous year going back to the
most recent decennial census, but not the ACS datasets controlled to
them. Example: the 2006 ACS sample data is controlled to the 2006
Annual Estimate, both published in 2007. That 2006 Annual Estimate was
updated and changed in 2008, while the 2006 ACS data remained the same.
I assume the 2005-2007 ACS 3-year dataset (published in 2008) will have
been controlled to the 2008 version of the 2006 Annual Estimate, not the
original 2007 version. But I haven't actually checked that. If you
want consistency between the ACS datasets and the constantly changing
Annual Estimate control totals, you will have to adjust the ACS figures
yourself. What it all comes down to, is that the ACS figures are best
used for data on proportions (e.g., percent SOV commuters) rather than
numbers (e.g., number of SOV commuters).
Since the ACS data is a sample of only about 2.3%-2.5% (depending on how
you want to count non-respondents), there is a pretty high margin of
error for small universes. If you use the 3-year dataset, it has the
equivalent of about a 7%-7.5% sample size if you assume a stable
population (which of course is never really true), so it offers a
smaller margin of error in exchange for less timeliness. There are a
series of published studies on the Census website addressing the pros
and cons of the shift from the decennial long form point-in-time data to
the annual ACS period data.
Pete Swensson, Senior Planner
Thurston Regional Planning Council
2424 Heritage Ct. SW
Olympia, WA 98502
(360) 741-2530 (direct line)
(360) 956-7575 (main desk)
(360) 956-7815 (fax)
swenssp(a)trpc.org
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From: ctpp-news-bounces(a)chrispy.net
[mailto:ctpp-news-bounces@chrispy.net] On Behalf Of Frank Lenk
Sent: Tuesday, April 21, 2009 9:10 AM
To: ctpp-news(a)chrispy.net
Subject: RE: [CTPP] Comparison of ACS 1-year, ACS 3-year & Annual
Estimates
After more investigation, it appears that the 3-year estimates are, in
fact, controlled to a moving average centered on the middle year. But
you have to use the right 3-year estimates. When we did this with the
most recent estimates (which now go to 2008), the three-year average
centered on 2006 did NOT match, but when we looked at the historical
release of 2007 estimates, and used those to calculate an 3-year
average, the result DID match the 3-year ACS total.
I still find it confusing that the characteristics are NOT averaged, but
the totals are?????
Frank
From: ctpp-news-bounces(a)chrispy.net
[mailto:ctpp-news-bounces@chrispy.net] On Behalf Of Michael Cline
Sent: Tuesday, April 21, 2009 8:25 AM
To: ctpp-news(a)chrispy.net
Subject: RE: [CTPP] Comparison of ACS 1-year, ACS 3-year & Annual
Estimates
Someone from the ACS discussed this in January at TRB (at the Census
subcommittee meeting). Unfortunately, I cannot find my notes, but I
seem to recall that the 3-year estimates use a middle population
estimate (i.e. 2006).
Michael E. Cline
Research Associate
Institute for Demographic & Socioeconomic Research
The University of Texas at San Antonio
1 UTSA Circle
JPL 4.03.18A
San Antonio, TX 78249-0704
(210)458-6537 f(210)458-6541
michael.cline(a)utsa.edu <mailto:michael.cline@utsa.edu>
http://idser.utsa.edu <http://idser.utsa.edu/>
From: ctpp-news-bounces(a)chrispy.net
[mailto:ctpp-news-bounces@chrispy.net] On Behalf Of Frank Lenk
Sent: Monday, April 20, 2009 11:26 PM
To: ctpp-news(a)chrispy.net
Subject: [CTPP] Comparison of ACS 1-year, ACS 3-year & Annual Estimates
The attached spreadsheet was prepared by my staff, showing the
comparison in total county-level population between the 2007 ACS 1-year
estimates, the 2007 ACS 3-year estimates and the Census Bureau's July 1,
2007 population estimates by county. The latter are supposed to be the
official population estimates to which ACS is controlled. And, based on
the attached spreadsheet, this appears to be true for (most) counties in
the 1-year estimates. But the total population in the 3-year ACS
estimates is systematically biased downwards from the total population
in the 1-year ACS estimates and/or the official estimates.
Does anyone have a good idea why?
There is some vague language about differences in weighting in the
Census Bureau's documentation, but I can't find a satisfying
explanation. I do notice that the faster a county is growing the bigger
the discrepancy between the 3-year and 1-year estimates of total
population. This suggests that the 3-year estimates are being controlled
to an average of the 3 years of official total population estimates
(2005, 2006 and 2007). But my understanding is that the3- year ACS
estimates are not averaged. Instead, they a represent a single sample
taken over a 3-year period. My expectation, then, is that this sample
would be expanded to the same population as the 1-year estimates - The
3-year and 1-year estimates are, after all, identified by the same year
(2007) while a 3-year estimate based on a 3-year moving average would be
closer to 2006's 1-year estimate.
Any help in clarifying this issue would be greatly appreciated.
Sincerely,
Frank
Frank Lenk
Director of Research Services
Mid-America Regional Council
600 Broadway, Suite 200
Kansas City, MO 64105
www.marc.org
816.474.4240
flenk(a)marc.org
816.701.8237