-
meps.ahrq.gov/data_files/publications/rf5/rf5.shtml
December 01, 2004 - difference between sample results and
a complete count is the sampling error of the estimate … The chance that an estimate from the sample
would differ from the value for a complete … The chance that the difference between
the sample estimate and a complete census … For example, the estimate for male nursing
home residents of 28.4 percent (Table … The estimate for white
nursing home residents of 1,387,000 (Table 1) has an estimated
-
meps.ahrq.gov/data_files/publications/rf24/rf.shtml
December 01, 2004 - difference between sample results and
a complete count is the sampling error of the estimate … The chance that an estimate from the sample
would differ from the value for a complete … The chance that the difference between
the sample estimate and a complete census … For example, the estimate for male nursing
home residents of 28.4 percent (Table … The estimate for white
nursing home residents of 1,387,000 (Table 1) has an estimated
-
meps.ahrq.gov/data_files/publications/workingpapers/wp_08011.pdf
December 01, 2008 - Files and MEPS Round 1
CMS
All Medicare
Beneficiaries
CMS
Non-institutionalized
(Author’s Estimate
-
meps.ahrq.gov/data_files/publications/workingpapers/wp_06005.pdf
July 01, 2006 - In particular, accurate income data are critical when using
survey date to estimate who is eligible … Among persons aged 65 and older, MEPS and CPS estimate a
similar percent living below poverty (10.9 … Income Questions
An experimental question was added to the MEPS as of 2003 asking respondents to
estimate
-
meps.ahrq.gov/data_files/publications/st380/stat380.pdf
August 01, 2012 - This estimate does not differ significantly from
the comparable figure for 2010.3, 4 Age is strongly … This estimate does
not differ significantly from 2010.
-
meps.ahrq.gov/data_files/publications/mr6/mr6.pdf
July 01, 1999 - Quality for a State estimate was
defined as an RSE of 5 percent or less. … • Make a quality national estimate for the SENE
population. … Statistical Tools
The formulas below were applied relative to the
variance of a population estimate … σi is the standard deviation for the variable
of interest for the ith stratum,
Vk is the variance estimate … As a result, neither quality estimates for 40 States
nor a quality national estimate could be made with
-
meps.ahrq.gov/data_files/publications/st489/stat489.shtml
June 01, 2016 - * Indicates that the estimate is different from the previous two-year period at p<0.05. … * Indicates that the estimate is different from the previous two-year period at p<0.05. … * Indicates that the estimate is different from the previous two-year period at p<0.05. … * Indicates that the estimate is different from the previous two-year period at p<0.05.
-
meps.ahrq.gov/data_files/publications/rf6/rf6.pdf
January 01, 1999 - .
* Standard error is greater than 30 percent of estimate and should not be considered reliable. … * Standard error is greater than 30 percent of estimate and should not be considered reliable. … The chance that an estimate from the sample would
differ from the value for a complete census by less … The chance
that the difference between the sample estimate and a
complete census would be less than twice … The estimate that 65.4
percent of facilities with special care units operate for
profit (Table 3) has
-
meps.ahrq.gov/data_files/publications/rf18/rf18.pdf
December 01, 2001 - Table 1 presents four estimates of the size of
the uninsured population:
• A true point-in-time estimate … • An estimate of the full-year uninsured for calendar
year 1996—31.6 million people, or 13.8 percent … • An estimate of people uninsured throughout the first
MEPS interview round–42.3 million individuals … of the uninsured population is larger than
the full-year estimate (47.1 million vs. 31.6 million). … estimate includes people uninsured all year as well as
the part-year uninsured who were without coverage
-
meps.ahrq.gov/data_files/publications/mr2/mr2.shtml.bak
January 01, 2002 - For the 1996 MEPS sample, the relative standard
error for a population estimate of 20 percent … specified to be no more than 2.7 percent, and the relative standard
error for a population estimate … For example, if the estimate of the percentage of the national population
uninsured at any … time during 1996 were 20 percent, the standard error
of the estimate should not exceed … -percent confidence interval (19.33 percent, 20.67 percent)
for the insurance coverage estimate
-
meps.ahrq.gov/data_files/publications/mr2/darft/mr2.shtml
January 01, 2002 - For the 1996 MEPS sample, the relative standard
error for a population estimate of 20 percent … specified to be no more than 2.7 percent, and the relative standard
error for a population estimate … For example, if the estimate of the percentage of the national population
uninsured at any … time during 1996 were 20 percent, the standard error
of the estimate should not exceed … -percent confidence interval (19.33 percent, 20.67 percent)
for the insurance coverage estimate
-
meps.ahrq.gov/data_files/publications/mr2/mr2.shtml
January 01, 2002 - For the 1996 MEPS sample, the relative standard
error for a population estimate of 20 percent … specified to be no more than 2.7 percent, and the relative standard
error for a population estimate … For example, if the estimate of the percentage of the national population
uninsured at any … time during 1996 were 20 percent, the standard error
of the estimate should not exceed … -percent confidence interval (19.33 percent, 20.67 percent)
for the insurance coverage estimate
-
meps.ahrq.gov/data_files/publications/st264/sb264.xml
September 01, 2009 - Due to its large standard error, the estimate for Pennsylvania (9.4 percent) was not found to be statistically … different than the national estimate.
-
meps.ahrq.gov/data_files/publications/st464/stat464.pdf
December 01, 2014 - Findings
According to the MEPS-HC for 2011 and 2012, 31.4 percent (84.3 million people,
estimate not … month during the two-year period (calendar years 2011 and 2012), and 11.7
percent (31.3 million people, estimate … This translates to 8.3 percent (22.2 million people,
estimate not shown) of the total population under
-
meps.ahrq.gov/data_files/publications/st183/stat183.pdf
August 01, 2007 - Findings
According to the MEPS-HC for 2004 and 2005, 31.8 percent (82.0
million people, estimate … during the full two-year period
(calendar years 2004 and 2005), and 10.1 percent (26.1 million
people, estimate … This translates to 6.8 percent (17.4 million
people, estimate not shown) of the total population under
-
meps.ahrq.gov/data_files/publications/hl1/hl1.pdf
May 01, 1997 - A
revised estimate of the uninsured derived
from MEPS first-round data, which will
incorporate additional … data on payment
sources, is expected to be lower than this
initial estimate.
-
meps.ahrq.gov/data_files/publications/st83/stat83.pdf
July 01, 2005 - percent of the U.S. civilian noninstitutionalized
population (48.3 million people) were uninsured (estimate
-
meps.ahrq.gov/data_files/publications/st220/stat220.pdf
December 01, 2008 - Findings
According to the MEPS-HC for 2005 and 2006, 32.0 percent (83.3
million people, estimate … during the full two-year period
(calendar years 2005 and 2006), and 10.7 percent (27.9 million
people, estimate … This translates to 7.1 percent (18.5 million
people, estimate not shown) of the total population under
-
meps.ahrq.gov/data_files/publications/st424/stat424.pdf
November 01, 2013 - Findings
According to the MEPS-HC for 2010 and 2011, 31.5 percent (84.5 million people,
estimate not … month during the two-year period (calendar years 2010 and 2011), and 11.5
percent (30.8 million people, estimate … This translates to 7.6 percent (20.4 million people, estimate not
shown) of the total population under
-
meps.ahrq.gov/data_files/publications/st258/stat258.pdf
December 01, 2009 - Findings
According to the MEPS-HC for 2006 and 2007, 31.9 percent (83.4
million people, estimate … during the full two-year period
(calendar years 2006 and 2007), and 10.9 percent (28.5 million
people, estimate … This translates to 7.1 percent (18.5 million people, estimate not shown) of the total population
under