An Interrupted Time Series Multivariate Regression Analysis Evaluation of State Children's Health Insurance Programs (SCHIP) by Whitney Bowman-Zatzkin, MPA, MSR
An Interrupted Time Series Multivariate Regression Analysis Evaluation of State Children's Health Insurance Programs (SCHIP) by Whitney Bowman-Zatzkin, MPA, MSR
As health insurance premiums continue to rise, the ability of many families to provide the critical health coverage to their children (both preventative and emergency) becomes an even greater challenge. In a study released in February 2005 in the Journal of Health Affairs, researchers found that half of those surveyed listed medical bills as the reason for their bankruptcy filings, with 75.7 percent of that half citing issues with health insurance during the illness resulting in the grandiose bills (Himmelstein, 2005). Figures released in 1997 from the Census Bureau reported a minimum of 10.7 million non-insured children within the United States (U.S. Bureau of the Census, 1997). The State Children’s Health Insurance Program (SCHIP) was developed to address these concerns.
SCHIP has been implemented as a supplemental Medicaid program for eligible children based on financial need. The original focus of SCHIP was to provide healthcare coverage to all children from birth to six years of age and having family incomes up to 133 percent of the Federal poverty level (FPL) while also covering children age six and over with family incomes at or above 100 percent of FPL. The goal was to have all children living below established poverty levels and under the age of 19 eligible for coverage by September 2002.
States could choose from the following implementation options.
1. Use SCHIP funding and expand their established Medicaid program to accommodate a larger percentage of children (Expansion Program).
2. Create a program for a new bracket of uninsured children, separate from Medicaid (New Program).
3. Combine the established Medicaid program with a new program offering separate enrollment options (Combination).
States are permitted to divert funds from other resources to provide healthcare to children under very loosely defined parameters. At the time, there was no children’s healthcare program with the strength and financial backing of SCHIP.
This paper evaluates the success of the SCHIP program and whether the choice of implementation design influences its success. SCHIP is currently under consideration for reauthorization making such an evaluation very timely. This paper proceeds as follows. First, I provide background about the SCHIP program. Next, I describe my research design and methods. Then I discuss my findings. Finally, I conclude with a discussion of my results.
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An Interrupted Time Series Multivariate Regression Analysis Evaluation of State Children's Health Insurance Programs (SCHIP) by Whitney Bowman-Zatzkin, MPA, MSR
1. UNIVERSITY OF CONNECTICUT
AN EVALUATION OF
STATE CHILDREN’S HEALTH INSURANCE PROGRAMS
BY:
S. WHITNEY R. BOWMAN-ZATZKIN
Department of Public Policy
June 2007
2. 1
Introduction
As health insurance premiums continue to rise, the ability of many families to
provide the critical health coverage to their children (both preventative and emergency)
becomes an even greater challenge. In a study released in February 2005 in the Journal
of Health Affairs, researchers found that half of those surveyed listed medical bills as the
reason for their bankruptcy filings, with 75.7 percent of that half citing issues with health
insurance during the illness resulting in the grandiose bills (Himmelstein, 2005). Figures
released in 1997 from the Census Bureau reported a minimum of 10.7 million non-
insured children within the United States (U.S. Bureau of the Census, 1997). The State
Children’s Health Insurance Program (SCHIP) was developed to address these concerns.
SCHIP has been implemented as a supplemental Medicaid program for eligible
children based on financial need. The original focus of SCHIP was to provide healthcare
coverage to all children from birth to six years of age and having family incomes up to
133 percent of the Federal poverty level (FPL) while also covering children age six and
over with family incomes at or above 100 percent of FPL. The goal was to have all
children living below established poverty levels and under the age of 19 eligible for
coverage by September 2002.
States could choose from the following implementation options.
1. Use SCHIP funding and expand their established Medicaid program to
accommodate a larger percentage of children (Expansion Program).
2. Create a program for a new bracket of uninsured children, separate from
Medicaid (New Program).
3. 2
3. Combine the established Medicaid program with a new program offering
separate enrollment options (Combination).
States are permitted to divert funds from other resources to provide healthcare to
children under very loosely defined parameters. At the time, there was no children’s
healthcare program with the strength and financial backing of SCHIP.
This paper evaluates the success of the SCHIP program and whether the choice of
implementation design influences its success. SCHIP is currently under consideration for
reauthorization making such an evaluation very timely. This paper proceeds as follows.
First, I provide background about the SCHIP program. Next, I describe my research
design and methods. Then I discuss my findings. Finally, I conclude with a discussion
of my results.
Background
Initially, with its new guidelines for eligibility, SCHIP performed as anticipated
and the number of uninsured children experienced a decline between 1997 and 2001 from
9.9 million to 7.8 million (U.S. Department of Health and Human Services 2003, 26). In
1997, as many as 4 million uninsured children were eligible for Medicaid coverage but
were most likely unaware they qualified for coverage (Richwine 2003). SCHIP included
regulations about advertising both programs (Medicaid and SCHIP). Some states require
that children be placed into Medicaid when they were eligible instead of placement
within SCHIP.
4. 3
After implementation there was an increase in SCHIP and Medicaid enrollment of
all three program options while also showing a decline in the number of uninsured
children (Smith 5). However, even with SCHIP, there were still 9 million uninsured
children as of 2004 and infant mortality rates within the United States demonstrated an
increase for the first time in 22 years (Wright-Edelman 5).
The SCHIP program might have led to a decline in the health insurance offered by
employers as shown in Table 1 (Gould 5). According to Gould (2004) the falling rate of
private insurance might result in a larger pool of uninsured children eligible for SCHIP.
Table 1
Employer-provided Health Insurance for Children Age 17 and
Under, 2000-2003
Health Insurance Coverage (%) Change
2000 2001 2002 2003 2000-2003
All >18 65.60% 63.90% 63.00% 61.20% -4.40%
Gould, Elise. 2004. “Employer Provided Health Insurance Falls for Third
Consecutive Year.” Economic Policy Institute Brief #202.
During its implementation, the federal government strongly endorsed the SCHIP
program and provided supplemental funds to states on a graduated scale. At the time it
was enacted, SCHIP was to receive $40 billion over its first ten years (U.S. Department
of Health and Human Services 2003, 19). Once enacted, however, the program suffered
from reduced funding. In 2004, however, a $1.1 billion surplus in federal funding to the
SCHIP program had gone untouched due to state-level delays in program processes and
enrollments (Wright-Edelman, 2004). Congress made legislative accommodations to
allow these funds to be made available past the September 30, 2004 deadline (Wright-
Edelman, 2004).
5. 4
There has not been an evaluation of the SCHIP program that controls for
exogenous factors that may influence enrollment in public health insurance. The
Government Accountability Office (GAO) examined the SCHIP program in 2000. The
GAO found that children’s enrollment in SCHIP/Medicaid health programs increased
after SCHIP implementation.
The welfare reform legislation that happened at the same time as SCHIP
overhauled the methods for providing welfare services, linking together programs that
had not been linked before, and breaking apart other channels of support. For example,
applicants for a cash assistance or unemployment assistance also are likely to be told
about health insurance assistance and other services. Joint applications have also been
designed for multiple services. Thus, it is difficult to disentangle the welfare
administrative changes from other program effects. In effect, the welfare changes might
confound estimates of counterfactuals for evaluating the SCHIP program.
Methods and Data
This paper asks the following research questions:
RQ1: Did SCHIP provide health insurance to more children?
RQ2: Did the type of SCHIP implementation strategy make a difference in
providing health insurance to children?
In order to answer the above questions I test the following hypotheses:
HØ
1
There is no difference in enrollment of children in public health
insurance programs with SCHIP implementation.
HA
1
SCHIP program implementation increases enrollment of children in
public health insurance programs
6. 5
HØ
2
There is no difference in enrollment of children in public health
insurance programs with the type of SCHIP program implementation
design.
HA
2
Program implementation design will impact enrollment of children in
public health insurance programs.
The first hypothesis tests if SCHIP had an impact on the number of children
enrolled in public health insurance. The second hypothesis tests whether program type
matters in achieving the goals of SCHIP. This is a two-tailed test because program design
could improve or reduce effectiveness
I use an interrupted time series model to evaluate the effectiveness of SCHIP.
Data was collected for all 50 states and Washington, DC for the years 1990 to 2004 from
the Kaiser Family Foundation (SCHIP and Medicaid enrollment), the US Census Bureau
(number of children in poverty), and the Bureau of Labor Statistics (Consumer Price
Index). Enrollment figures for 1999 and 2004 are unavailable as of the time of this
analysis. My causal models are as follows:
Program Success (Enrollment) = ƒ{program implementation, number of children in
poverty, consumer price index, state, year, state*year counter, e};
And,
Program Success (Enrollment) = ƒ{program type , number of children in poverty,
consumer price index, state, year, state*year counter, e},
Where,
• Child Enrollment is defined as the number of children enrolled in SCHIP or
Medicaid insurance programs.
• SCHIP Program Implementation reflects the years each state did or did not have
SCHIP implemented (1 if program is implemented, 0 if not).
7. 6
• SCHIP Program Type is defined as the program selected by each state after the
SCHIP implementation: No Program, Expansion Program, Combination Program
and New Program. (Only one state had no program after the 1997 SCHIP
implementation, and this was only in 2004)
• Number of Children in Poverty controls for the pool of children potentially
eligible for SCHIP.
• Consumer Price Index controls for the price differences by region.
• State controls for differences across states (specified as dummy variables
representing each state).
• Year controls for the differences by year (specified as dummy variables for each
year).
• State*Year Counter controls for the state specific linear time trends. Year
Counter is defined as 1990=0, 1991=1 …2004= 14)
• e is the model’s random error.
The above model controls for the two important variables that might influence
enrollment. The number of children in poverty controls for the pool of potentially
eligible children. The regional consumer price index controls for price differences that
might affect the cost of providing services. The model fixes the effects of state and year
to control for unobserved variation across states and years. Finally, the model also
controls for linear state specific time trends through the use of the State*Year Counter
variable.
8. 7
Findings
After implementation of SCHIP, 28 percent chose a New Program design, 31
percent chose Expansion Program, and 41 percent chose Combination Program. Table 2
below shows the descriptive statistics. The number of enrolled children increased after
program implementation and the percent of children in poverty fell.
Table 2: Descriptive Statistics
No
Implementation Implementation
Variable Mean Mean Change
Number of Children Enrolled
(In Thousands)
378 455 77
Percent of Children in Poverty
12 11 -1
Figure 1 below graphically shows the relationship between SCHIP/Medicaid
enrollment and the percent of children in poverty. The figure indicates that while
enrollment was increasing, the percent of children in poverty was decreasing. These
figures do not control for state differences or within state time trends. However, the
figure below underscores the need for the model to control for children in poverty.
9. 8
Figure 1
Source: Enrollment: Kaiser Commission on Medicaid and the Uninsured and Urban Institute estimates
based on data from HCFA-2082 and MSIS reports provided for this study by David Rousseau.
Poverty: Accessed online through the U.S. Census Bureau at
http://www.census.gov/hhes/www/saipe/tables.html
Table 3 below shows the model results for all program implementation types.
The results for the dummy variables for state, year, and the state*year counter interaction
are not shown but are available upon request. The model suggests that enrollment
increased after SCHIP implementation. The number of children enrolled in any form of
SCHIP increased an average of 98,982 children with the program implementation (over
the observed six years of program implementation). This is significant at the .05 level.
The r-squared approaches unity, suggesting the model explains almost all of the variance
in the dependent variable.
Enrollment and % of Children in Poverty
10,000
12,000
14,000
16,000
18,000
20,000
22,000
24,000
26,000
28,000
30,000
1990 1991 1992 1993 1994 1995 1996 1997 1998 2000 2001 2002 2003 2004
Year
Enrollmentand%ofChildreninPoverty
10
12
14
16
18
20
22
24
10. 9
Table 3: Differences in Enrollment due to Program Implementation (All Types)
Coefficient t-stat Significance
Program
Implementation
98.982 2.01 **
CPI -1.596 -0.61
Number of
Children in Poverty
0.00087 21.34 ***
R-squared 0.995
N 663
* = Significant at the .10 level
** = Significant at the .05 level
*** = Significant at the .01 level
Table 4 below shows the differences in enrollment due to the choice of program
implementation type (again, state, year, and state*year counter not shown). All else
equal, the number of children enrolled in SCHIP/Medicaid increases an average of
115,744 children with New program implementation. This finding is statistically
significant at the .05 level. All else equal, the number of children enrolled in
SCHIP/Medicaid increases an average of 96,228 with Expansion program
implementation. Both New and Expanded programs were statistically significant at the
.05 level. The point estimate for Combination program was not statistically significant.
11. 10
Table 4: Differences in Enrollment due to Program Implementation Type
Coefficient t-stat Significance
New Program
Implementation
115.744 2.27 **
Expanded Program
Implementation
96.228 1.96 **
Combination
Program
Implementation
75.376 1.47
CPI -1.199 -0.46
Number of Children
in Poverty
0.00087 21.34 ***
R-squared 0.995
N 663
* = Significant at the .10 level
** = Significant at the .05 level
*** = Significant at the .01 level
An f-test indicates the point estimates for New and Combination program was
statistically significantly different at the .01 level (f=6.83). There were no statistically
significant differences between any of the other program types.
Thus, the models suggest the following:
• All else equal, SCHIP program implementation improved enrollment of
children in public health care programs
• All else equal, New and Expanded programs significantly improved
enrollment of children in public health care programs
• Although the point estimate is positive for Combination program, it was
not statistically significant.
• New program implementation improved enrollment more than
Combination program. This result is significant at the .01 level.
12. 11
Therefore, we reject the first null hypothesis and conclude that program
implementation improved enrollment of children in public health care programs. The
second hypothesis was that there is no difference in enrollment with the type of SCHIP
program implementation design. There is strong evidence New program implementation
performs better, in terms of increasing enrollment, when compared to Combination
programs.
Discussion
Legislation and budget allocations for SCHIP are currently under consideration
for renewal in Congress. My analysis demonstrates SCHIP improved the enrollment in
children’s insurance programs and that New program implementation performs the best
of the three options.
My evaluation design improves upon existing SCHIP evaluations. I control for
children in poverty, cost differences by region, unobserved variation by state and year,
and linear time trends within states. No other evaluation employs such an extensive set
of controls. The evaluation design provides comfort that the results accurately reflect
SCHIP outcomes.
However, despite the strengths of the evaluation design, it does not disentangle
the potential impact of the overall welfare administrative changes from the influence of
SCHIP implementation. Therefore, it remains possible that the increased enrollment after
SCHIP implementation is due, in part, to the overall improvement in welfare program
management that took place at exactly the same time. Careful state by state analysis of
the impact of welfare reforms, such as increased numbers of referrals into SCHIP due to
13. 12
changed administrative structures, would be necessary to separate the impact of SCHIP
from welfare management changes. This analysis is beyond the scope of this paper.
Enrollment in Medicaid and SCHIP programs is a good outcome variable in that it
provides a measure of the change in the number of poor children enrolled in the program.
However, the number of uninsured children in poverty would be a better measure because
it would also include the potential effects of reduced private sector provided insurance.
Future research using the number of uninsured poor children as the dependent variable
would be welcome.
Finally, I did not conduct a cost-benefit analysis so I must stop short of
concluding that the enrollment increases due to SCHIP are worth the cost of
implementing it. Further, the gains in enrollment for New program implementation may
come at a commensurately higher cost. Future research that addresses the costs of
SCHIP, as well as the benefits, would be an important addition to our understanding of
this program.
14. 13
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