Overview
For the past two decades, national health expenditures have grown at a rate exceeding the rate of growth in the gross national product. Much of this growth has been financed through federally sponsored programs such as Medicaid. By the early 1980's, economic and political forces were placing serious fiscal constraints on Medicaid. These forces led to passage of the Omnibus Budget Reconciliation Act (OBRA) of 1981, the purpose of which was to control program expenditures by reducing the levels of Federal financial participation and by offering the States greater discretion in determining eligibility, benefits, and methods of provider reimbursement.
States seeking to control Medicaid spending had two fundamental alternatives: controlling the number of recipients or controlling the level of expenditures per recipient. Bovbjerg and Holahan (1982) indicate that the most popular approach has been to restrict the number of recipients by relying on inflation to effectively cut participation rates over time; that is, States reduce participation in State-administered welfare programs such as Aid to Families with Dependent Children (AFDC) simply by failing to raise income standards to keep pace with inflation. Because participation in these welfare programs automatically qualifies people for Medicaid benefits, participation in the Medicaid program falls simultaneously with the decline in AFDC coverage.
Of course, some eligibility categories are subject to greater State discretion than others, and some categories of recipients use more services than others. For example, States exercise extensive control over the enrollment standards of AFDC program participants. AFDC recipients constituted 64 percent of Medicaid recipients in 1980, but they were responsible for only 28 percent of Medicaid expenditures (Sawyer et al., 1983). These variations in levels and patterns of expenditures among various categories of recipients make it difficult to estimate the effects that changes in program characteristics will have on program expenditures. In this article, we attempt to evaluate the potential effects of changes in program characteristics by examining the relationships between a variety of 1980 Medicaid program characteristics and program expenditures.
Data and methodology
In the models presented in this article, two kinds of dependent variables are estimated: Medicaid recipients per 1,000 poor people and Medicaid expenditures per recipient. Taken together with the number of poor people in each State, these variables allow estimation of each State program's Medicaid expenditures as follows:
This is a desirable approach to estimating Medicaid program expenditures because the programmatic and environmental factors that drive Medicaid expenditures are disaggregated. Eligibility guidelines influence the number of recipients per 1,000 poor; program generosity toward recipients affects expenditures per recipient; and the number of poor persons in the State is an exogenous factor beyond the control of State policymakers.
By focusing on recipients per 1,000 poor and expenditures per recipient, we examine those influences on spending that are most likely to respond to changes in State policy. States with a large number of poor persons and limited financial resources may not be free to choose from the entire array of policy options, but structuring the analysis along these lines helps to distinguish the policy-related components of spending from the demographic components.
In the analysis that follows, this approach is refined by estimating recipients per 1,000 poor and expenditures per recipient for various aid categories, thereby allowing us to consider the differential effects that program guidelines have on different recipient groups. For example, Supplemental Security Income (SSI) recipients tend to consume more services than AFDC recipients do, and they are also likely to consume different kinds of services. Following the analyses for each aid category, similar models are estimated for the major service categories: hospital care, physician utilization, and long-term care.
The use of recipients per 1,000 poor to measure breadth of Medicaid coverage has some limitations. For example, variation across States in the number of recipients per 1,000 poor may indicate differences in enrollment guidelines, but it may also reflect differences in health status and regional practice patterns. The use of enrollees per 1,000 poor would not have this limitation. However, even accurate enrollment information would not reveal the population eligible for Medicaid because many eligible people may not enroll until they need medical services. In any case, enrollment data are not available for all States.
It is not necessary to include poverty level or number of people living in poverty as demographic controls in the models. Using the number of recipients per 1,000 poor automatically adjusts for the size of the poverty population within each State using State-specific poverty levels for 1980. It is necessary to control only for the demographic mix of the poverty population using variables such as the percent of poor families headed by a single female. Using recipients per 1,000 poor as the dependent variable tends to focus the analysis on policy variables that affect enrollment while controlling for the varying size of poverty populations across the States.
The analysis is cross-sectional at the State level, but some aspects of the relationship between Medicaid policy and either program participation or expenditures are dynamic in nature and are best represented by a time-series model. An example of this is the interaction between reimbursement systems and expenditure levels. Because a dynamic model is not possible with these data, the problem of simultaneity and its potential effects on the regression coefficients in a cross-sectional analysis must be acknowledged. Despite this limitation, it is noteworthy that most of the program controls that are statistically significant in the models presented here were also significant in an earlier time-series analysis of program expenditures in the pre-OBRA period (Cromwell et al., 1984).
The primary data source for the analysis that follows is the Medicaid Program Characteristics File, which contains State-level sociodemographic, economic, and Medicaid program data for 49 States and the District of Columbia. The data were collected from a variety of sources to represent programmatic and demographic characteristics during 1980. Recipient and expenditure data were taken from program files maintained by the Health Care Financing Administration based on data derived from Medicaid administrative reporting form 2082. Although the 2082 program files represent the best available source of information on Medicaid utilization and expenditures at the State level, the data are known to have shortcomings attributable to the poor quality of program data maintained by some States. Demographic data were taken from the U.S. Bureau of the Census and other sources. Information concerning the program characteristics of each State was collected through a SysteMetrics survey of State Medicaid programs and through secondary sources as part of a Health Care Financing Administration-funded study of State Medicaid program characteristics for the National Medical Care Utilization and Expenditure Survey.
Although data from all 49 participating States and the District of Columbia are included in the Program Characteristics File (Arizona did not have a Medicaid program in 1980), tests of statistical significance were used as one of the criteria in selecting independent variables for the models. Used in this fashion, the test of statistical significance might be interpreted as an indication that the relationship is strong enough to merit discussion and inclusion in a parsimonious model.
The estimation of recipients per 1,000 poor and expenditures per recipient was performed in two stages. In the first stage, relevant program characteristics and State characteristics were chosen on the basis of their presumed effects on enrollment and their zero-order correlations with the dependent variables. Stepwise regressions were then performed to determine which variables were significant at the .05 level. These variables were used to produce final estimates for each model.
Independent variables that failed to achieve a .05 level of significance were excluded in estimation of these models. All variables included or considered for inclusion in the models are presented in Table 1 along with their means, standard deviations, and a list of the models in which each independent variable was evaluated. The tables for these regressions (Tables 2-5) include both standardized and unstandardized coefficients. Unstandardized coefficients represent the effect on the dependent variable of a one-unit change in the independent variable. Standardized coefficients range from −1 to +1 and represent the relationship between independent and dependent variables that have been transformed to have the same mean (0) and standard deviation (1). Standardized coefficients are particularly useful in evaluating the relative strengths of independent variables in the same model: those close to 0 are weaker than those close to +1 or −1. The standardized coefficients identify which program controls exercise the greatest influence on expenditures and are also useful in evaluating the relative influence of demographic variables.
Table 1. Variables used in the analysis.
| Variable |
Mean |
Standard deviation |
Equations1 in which: |
Definition |
Source |
|
| Initially entered |
Obtained significance |
| Program characteristic |
|
|
|
|
|
|
| AFDC monthly payment standard |
346.18 |
118.144 |
1, 5-7, 15, 16 |
5-7, 16 |
Continuous variable indicating maximum monthly dollar amount that the State will grant to a family of 4 to meet what the State deems basic need. |
Chief, 1981 |
| AFDC no-cash coverage |
.5 |
.505 |
1, 5-7, 15, 16 |
ns |
Dummy variable: 1 = Coverage of AFDC eligibles not receiving cash assistance. |
Bartlett and Hanson, 1981; Muse and Sawyer, 1981
|
| AFDC-related group coverage |
.58 |
.499 |
1, 5-7, 15, 16 |
1, 16 |
Dummy variable: 1 = Coverage of optional AFDC-related eligibility categories of children who would be eligible for AFDC but are from intact homes. |
Bartlett and Hanson, 1981; Muse and Sawyer, 1981
|
| AFDC transfer-of-assets prohibition |
.48 |
.505 |
1, 5-7, 15, 16 |
6 |
Dummy variable: 1 = State restriction of eligibility for a specified period after individuals exhaust their assets. Precludes eligibility for people who transfer assets to become eligible for assistance. |
Chief, 1981 |
| AFDC unemployed parent coverage |
.56 |
.501 |
1, 5-7, 15, 16 |
ns |
Dummy variable: 1 = Coverage of families with unemployed parents. |
Bartlett and Hanson, 1981; Muse and Sawyer, 1981
|
| Inpatient prior authorization |
.72 |
.454 |
8-14, 18 |
ns |
Dummy variable: 1 = State requirement that recipient obtain approval from Medicaid agency before receiving inpatient services. |
Bartlett and Hanson, 1981; Muse et al., 1982
|
| Inpatient hospital reimbursement method |
.78 |
.418 |
8-14, 18 |
13 |
Dummy variable: 1 = State uses Medicare principles (cost-based reimbursement). |
Muse and Sawyer, 1981 |
| Limit on inpatient days |
.48 |
.505 |
8-14, 18 |
ns |
Dummy variable: 1 = State pays for only a specified number of inpatient days. |
Bartlett and Hanson, 1981; Muse et al., 1982
|
| Local financing |
.26 |
.446 |
8-14, 18-20 |
9, 11, 19 |
Dummy variable: 1 = Localities required to contribute funds toward Medicaid program. |
Muse et al., 1982 |
| Lock-in or lock-out |
.245 |
.434 |
8-14, 18-20 |
13 |
Dummy variable: 1 = State has one or both controls: “Lock-in” refers to restricting high utilizers of services to specified providers; “lock-out” is a procedure whereby the State restricts or precludes the participation of certain providers in the Medicaid program (as of February 1982). |
Muse et al., 1982 |
| Limit on number of physician visits |
.7 |
.463 |
8-14, 19 |
11, 14 |
Dummy variable: 1 = State limits number of paid physician visits for particular services. |
Bartlett and Hanson, 1981; Muse et al., 1982
|
| Physician visit setting restrictions |
.58 |
.499 |
8-14, 19 |
ns |
Dummy variable: 1 = Limits on number of visits in certain settings. |
Bartlett and Hanson, 1981; Muse et al., 1982
|
| Medically needy program-medically needy protected income level interaction |
179.4 |
168.42 |
1-20 |
1, 5, 13, 14, 15, 17 |
Term for combined impact of presence of a medically needy program and level of protected income for medically needy enrollees (product of dummy variable for presence of medically needy program and medically needy protected income level). |
Muse and Sawyer, 1981 |
| Number of mandatory services with limits |
5.06 |
2.198 |
8-14, 18-20 |
8 |
Continuous variable indicating number of mandatory services with limits other than prior authorization. |
Bartlett and Hanson, 1981; Muse et al., 1982
|
| Optional practitioner services |
5.48 |
2.880 |
8-14, 18-20 |
9-12 |
Dummy variable: 1 = Coverage of services of providers other than physicians but under physician authorization. |
Muse and Sawyer, 1981 |
| Diagnostic services |
1.12 |
1.365 |
8-14, 18-20 |
ns |
Dummy variable: 1 = Coverage of services to ambulatory patients, including screening, preventive, diagnostic, and clinic services. |
Muse and Sawyer, 1981 |
| Percent of optional services with limits |
.641 |
.264 |
8-14, 18-20 |
13 |
Continuous variable indicating proportion of total optional services with limits other than prior authorization. |
Bartlett and Hanson, 1981; Muse et al., 1982
|
| Personal care services |
1.16 |
1.167 |
8-14, 18-20 |
ns |
Dummy variable: 1 = Coverage of services prescribed by a physician, supervised or rendered by a registered nurse, and generally rendered in a patient's home. These services differ from mandatory home health services only in the authorizing and initiating agents. Personal care services are not necessarily associated with skilled nursing facility care. |
Muse and Sawyer, 1981 |
| Presence of medically needy program |
.6 |
.495 |
1-20 |
2, 4, 7 |
Dummy variable: 1 = Presence of a medically needy program. States may provide Medicaid coverage to households with incomes of up to 133 percent of State's AFDC payment standard or whose out-of-pocket health expenditures deplete their resources to within 133 percent of payment standard. |
Muse and Sawyer, 1981 |
| Presence of State-only program |
.75 |
.438 |
1-20 |
13 |
Dummy variable: 1 = Presence of Medicaid-eligible groups totally supported by State funds. |
Bartlett and Hanson, 1981; Muse and Sawyer, 1981
|
| Ratio of Medicaid to Medicare reimbursements |
.767 |
.227 |
8-14, 18-20 |
19 |
Medicaid-to-Medicare fee ratio for specialists, fiscal year 1980. |
Holahan, 1982 |
| SSI 209B State |
.30 |
.462 |
1-4, 15-17 |
4 |
Dummy variable: 1 = State uses more restrictive 209B principles in SSI eligibility determination. |
Muse and Sawyer, 1981 |
| SSI essential spouse coverage |
.58 |
.499 |
1-4, 17 |
ns |
Dummy variable: 1 = State extension of coverage to SSI essential spouses. Essential spouses are not eligible for SSI because of age or disability but are the sole source of care and support for a spouse who is eligible for SSI. |
Bartlett and Hanson, 1981; Muse et al., 1982
|
| SSI-State supplement payment coverage |
.72 |
.454 |
1-4, 17 |
ns |
Dummy variable: 1 = Coverage of persons eligible for and receiving State supplement payments. |
Bartlett and Hanson, 1981; Muse and Sawyer, 1981
|
| Unemployment-AFDC unemployed parent coverage interaction |
8.70 |
3.714 |
1, 5-7, 15, 16 |
1, 5-7, 15, 16 |
Term comprised of unemployed parents coverage and State unemployment rate (product of State unemployment rate and dummy variable indicating whether State furnished AFDC benefits to unemployed parents). |
Bartlett and Hanson, 1981; Muse and Sawyer, 1981; U.S. Bureau of the Census, 1981
|
| Weekend or preoperative days limits |
.84 |
.370 |
8-14, 18 |
ns |
Dummy variable: 1 = State will not pay for services rendered on Saturday or Sunday if first and second days of stay and/or State will not pay for inpatient days before date of surgery. |
Bartlett and Hanson, 1981; Muse et al., 1982
|
| Other State characteristic |
|
|
|
|
|
|
| AFDC recipients per total recipients |
.66 |
.081 |
8, 12-14, 18-19 |
ns |
Ratio of AFDC recipients to total recipients. |
Muse and Sawyer, 1981 |
| Aged poor per total poor |
.15 |
.059 |
1-4, 17 |
3 |
Ratio of aged poor to total poverty population. |
U.S. Bureau of the Census, 1981 |
| Hospital beds per 1,000 population, 1980 |
4.450 |
1.039 |
8-14, 17 |
ns |
Hospital beds per 1,000 population. |
American Hospital Association, 1981 |
| Hospital per diem charge, 1979 |
241.16 |
57.93 |
8-14, 18 |
18 |
Average charge per hospital day in non-Federal, short-term general hospital. |
American Hospital Association, 1981 |
| Percent female-headed poverty families |
.412 |
.113 |
1, 5-7, 15-16 |
ns |
Percent of poverty households headed by females. |
U.S. Bureau of the Census, 1982 |
| Percent unemployed |
7.42 |
2.07 |
1-7, 15-17 |
ns |
Annual unemployment rate for 1980. |
U.S. Bureau of the Census, 1981 |
| Average physician visit charge, 1979 |
16.59 |
1.739 |
8-14, 19 |
9, 10 |
Mean fee for physician office visit by 9 census divisions. |
American Medical Association, 1981 |
| Physicians per 1,000 population, 1980 |
1.73 |
.763 |
8-14, 18 |
12-14 |
Number of physicians per 1,000 population. |
American Medical Association, 1981 |
| Poor children per total poor |
.135 |
.092 |
1, 5-7, 15-16 |
ns |
Ratio of poverty population under age 18 to total number of poor. |
U.S. Bureau of the Census, 1982 |
| Nursing home beds per 1,000 population, 1978 |
.006 |
.003 |
8-14, 20 |
10 |
Number of nursing home beds per 1,000 population. |
U.S. Bureau of the Census, 1981 |
| Intermediate care facility per diem charge, 1979 |
26.87 |
10.20 |
8-14, 20 |
9, 10, 20 |
Mean intermediate care facility charge per day, 1978 |
Spitz and Atkinson, 1983 |
| Variable |
Equation 1
|
Mean |
Standard deviation |
|
|
Dependent variable2
|
|
|
|
| Total recipients per 1,000 poor |
1 |
684.91 |
295.33 |
| Total SSI recipients per 1,000 poor |
2 |
204.25 |
97.45 |
| Total SSI recipients per 1,000 aged poor |
3 |
1224.62 |
2282.01 |
| Total SSI blind and disabled recipients per 1,000 nonaged poor |
4 |
106.75 |
56.56 |
| Total AFDC recipients per 1,000 nonaged poor |
5 |
463.03 |
220.92 |
| Total AFDC adult recipients per 1,000 poor adults |
6 |
298.63 |
144.1 |
| Total AFDC child recipients per 1,000 poor children |
7 |
882.31 |
405.60 |
| Total expenditures per recipient |
8 |
1181.32 |
326.23 |
| Total expenditures per SSI recipient |
9 |
2806.11 |
1061.67 |
| Total SSI aged expenditures per aged recipient |
10 |
2675.57 |
972.94 |
| Total SSI blind and disabled expenditures per blind and disabled SSI recipient |
11 |
3089.14 |
1320.95 |
| Total AFDC expenditures per AFDC recipient |
12 |
445.03 |
116.46 |
| Total AFDC adult expenditures per AFDC adult recipient |
13 |
694.76 |
171.88 |
| Total AFDC child expenditures per AFDC child recipient |
14 |
327.64 |
101.34 |
| Total hospital recipients per 1,000 poor |
15 |
121.273 |
46.27 |
| Total physician recipients per 1,000 poor |
16 |
469.67 |
200.02 |
| Total long-term care recipients per 1,000 poor |
17 |
53.83 |
27.44 |
| Total hospital expenditures per hospital recipient |
18 |
1612.32 |
677.06 |
| Total physician expenditures per physician recipient |
19 |
138.53 |
36.12 |
| Total long-term care expenditures per long-term care recipient |
20 |
5635.62 |
1622.48 |
Table 2. Regression of program characteristics and other State characteristics on Medicaid recipients per 1,000 poor, by enrollment group: 1981.
| Predictor variable |
Total recipients per 1,000 poor |
SSI recipients |
AFDC recipients |
|
|
| Total recipients per 1,000 poor |
Aged recipients per 1,000 aged poor |
Blind and disabled recipients per 1,000 nonaged poor |
Total recipients per 1,000 nonaged poor |
Adult recipients per 1,000 nonaged poor |
Child recipients per 1,000 poor children |
| Model number |
(1) |
(2) |
(3) |
(4) |
(5) |
(6) |
(7) |
| Intercept |
154.308 |
154.779 |
6310.713 |
92.970 |
−71.193 |
−124.752 |
−145.402 |
| Program characteristic |
|
|
|
|
|
|
|
| AFDC monthly payment standard |
ns |
x |
x |
x |
0.605 **(0.314) |
0.590 ***(0.469) |
1.456 **(0.413) |
| AFDC-related group coverage |
129.767 *(0.219) |
x |
x |
x |
ns |
ns |
ns |
| Presence of medically needy program |
ns |
82.446 **(0.419) |
ns |
40.884 **(0.351) |
ns |
ns |
166.537 *(0.202) |
| Medically needy program-medically needy protected income level interaction |
0.574 **(0.327) |
ns |
ns |
xa
|
0.304 *(0.233) |
ns |
ns |
| Unemployment-AFDC unemployed parent coverage interaction |
40.516 ***(0.510) |
x |
x |
x |
30.581 ***(0.526) |
21.771 ***(0.574) |
47.197 ***(0.438) |
| SSI 209B State |
ns |
ns |
ns |
−38.586 *(−0.321) |
x |
x |
x |
| AFDC transfer-of-assets prohibitions |
ns |
x |
x |
x |
ns |
−57.727 *(−0.202) |
ns |
| Other State characteristic |
|
|
|
|
|
|
|
| Aged poor per total poor |
ns |
ns |
−37616.363 ***(−0.584) |
ns |
x |
x |
x |
|
R2 = 0.581 |
R2 = 0.175 |
R2 = 0.341 |
R2 = 0.196 |
R2 = 0.709 |
R2 = 0.759 |
R2 = 0.647 |
|
***F =21.266 |
**F = 10.203 |
***F = 23.822 |
**F = 5.364 |
***F = 34.041 |
***F = 44.032 |
***F = 26.299 |
|
(3, 46) DF |
(1, 48) DF |
(1, 46) DF |
(2, 44) DF |
(3, 42) DF |
(3, 42) DF |
(3, 43) DF |
|
CV = .29 |
CV = .44 |
CV = 1.53 |
CV = .49 |
CV = .27 |
CV = .25 |
CV = .28 |
Table 5. Regression of program characteristics and other State characteristics on expenditures per recipient for hospital, physician, and long-term care services: 1981.
| Predictor variable |
Total hospital expenditures per hospital recipient |
Total physician expenditures per physician recipient |
Total long-term care expenditures per long-term care recipient |
| Model number |
(18) |
(19) |
(20) |
| Intercept |
−268.327 |
96.701 |
3099.987 |
| Program characteristic |
|
|
|
| Number of mandatory services with limits |
ns |
−4.104 *(−0.255) |
ns |
| Local financing |
ns |
−18.888 *(−0.236) |
ns |
| Presence of medically needy program |
428.063 **(0.313) |
ns |
ns |
| Ratio of Medicaid to Medicare reimbursements |
ns |
86.341 ***(0.551) |
ns |
| Other State characteristic |
|
|
|
| Hospital per diem charge, 1979 |
6.733 ***(0.576) |
x |
x |
| Intermediate care facility per diem charge, 1979 |
x |
x |
92.519 ***(0.585) |
|
R2 = 0.425 |
R2 = 0.439 |
R2 = 0.343 |
|
***F = 17.353 |
***F =11.723 |
***F = 22.940 |
|
(2, 47) DF |
(3, 45) DF |
(1, 44) DF |
|
CV = .33 |
CV = .20 |
CV = .24 |
The percentage of variance explained by the regression (R2) is useful in assessing the effectiveness of predictors in a model as well as in comparing alternative models for estimating the same dependent variable. However, the R2 statistic does not furnish a valid comparison of models with different dependent variables because it is influenced by the amount of variation in the dependent variable. In much of the following discussion, models with different dependent variables are compared in an attempt to identify which expenditure categories are more controllable. The coefficient of variation statistic (the standard error of the estimate divided by the mean of the dependent variable) is included in the tables in order to facilitate such comparisons of models. A model with a low coefficient of variation performs well in predicting its dependent variable.
The analysis is structured to emphasize the two policy dimensions of Medicaid spending mentioned earlier. First, we consider those factors that are responsible for the number of Medicaid recipients per 1,000 poor, a measure of breadth of coverage that is independent of the size of a State's poverty population. Second, we consider a series of models for estimating the level of expenditures per recipient, a measure of depth of coverage. Thus, the policies that influence Medicaid expenditures are separated into two categories: those that affect expenditures by extending coverage to a larger population and those that affect expenditures by providing a greater depth of coverage to those receiving benefits. The identity presented at the beginning of this section can then be used to estimate total Medicaid expenditures for any particular State.
Recipients
Two major categories of variables account for the number of Medicaid recipients in any given Medicaid program. First, the eligibility criteria of the program define the classes of people who may qualify. State programs are generally required to furnish Medicaid coverage to those receiving SSI and AFDC assistance. However, States are afforded considerable latitude in covering additional groups (e.g., medically needy, SSI essential spouses, and families with unemployed parents) and in determining the income levels at which people in these groups may qualify.
The demographic mix of a State's population also influences the number of recipients in a State's program. Considering that families participating in AFDC automatically qualify for Medicaid, one might anticipate that the percentage of poor families headed by a single female would be an important indicator of program participation. Similarly, the percentage of poor persons who are 65 years of age or over would be a predictor of the number of participants because SSI recipients are automatically eligible for Medicaid and the aged poor constitute more than one-half of the SSI population.
In Table 2, the regression models are presented for Medicaid recipients per 1,000 poor persons, with separate models for SSI and AFDC eligibility categories. In comparing the models, it can be seen from the coefficients of variation that the models for estimating AFDC recipients consistently outperform those estimating SSI participation. Moreover, all of the independent variables in the AFDC models are program characteristics under the control of State governments.
States might influence the size of the SSI population in their Medicaid programs by three major methods: deciding whether to provide for the medically needy, choosing whether to raise the SSI income standard through State supplemental payments, and imposing Medicaid eligibility criteria more restrictive than those imposed by the Federal SSI program (Rymer and Adler, 1984).
Although these options seem to allow States great discretion in determining the number of SSI Medicaid recipients, this discretion is limited in at least two ways. First, the Federal SSI program establishes a national minimum payment standard. This sets a floor for Medicaid eligibility of SSI categorically related people, because those who qualify for SSI under the national standard generally qualify for participation in State Medicaid programs. Second, the political appeal of supporting aged, disabled, and blind people, who constitute the SSI population, has been greater than that associated with support of the AFDC population. Thus, State policymakers may be more reluctant to restrict the eligibility of SSI Medicaid recipients.
Among the three SSI models in Table 2, the presence of a medically needy program is significant at the .01 level in the models for total SSI recipients and for blind and disabled SSI recipients. The number of blind and disabled recipients is further influenced by a State's choice to exercise the 209B option, which allows for more restrictive eligibility criteria. The model for aged SSI Medicaid recipients per 1,000 aged poor is dominated by a demographic variable beyond the control of State policymakers: the ratio of aged poor to total poor. Although this model has a high coefficient of variation, it appears that the percentage of aged poor receiving Medicaid benefits is lower in States where the aged poor represent a larger percentage of the poor population.
Analysis of the three AFDC recipient models tells an entirely different story concerning State control over the number of recipients per 1,000 poor. Four eligibility variables are significant in at least one of the three AFDC models (children, adults, and total AFDC), but none of the demographic variables are significant at the .05 level.
Three policy variables appear in the model for estimating total AFDC Medicaid recipients per 1,000 poor. The AFDC monthly payment standard for a family of four is a powerful predictor. Because families earning more than the monthly payment standard do not qualify for AFDC, raising the payment standard expands the number of poor adults eligible for AFDC payments.
The second important policy variable is the product of the medically needy program and the protected income level in those States that have such programs. States with no medically needy program are assigned a value of zero on this variable, and other States are assigned a value corresponding to their protected income level. Thus, this variable represents the joint effects of the presence of a medically needy program and the protected income level for States that have such programs. Of the three independent variables significant at the .05 level, the standardized coefficients indicate that this interaction term is the least powerful predictor.
The strongest predictor of total AFDC recipients per 1,000 poor is an interaction term consisting of the product of the State unemployment rate and a dummy variable indicating whether the State furnishes AFDC benefits to intact families with unemployed parents. This interaction term is used because unemployment rates should have a direct effect on the number of AFDC recipients per 1,000 poor in States that furnish AFDC coverage to families headed by such adults. By providing this benefit, States expand not only the AFDC population but also the corresponding population of AFDC Medicaid recipients.
The model for estimating AFDC adult recipients per 1,000 poor adults is very similar to the model for total AFDC recipients, but the medically needy-protected income term is not significant at the .05 level. However, another variable, transfer-of-assets prohibitions, is significant. The transfer-of-assets prohibition is intended to exclude from AFDC participation persons who impoverish themselves in order to qualify for AFDC. It does not enter the model for AFDC children. Apparently, families affected by this provision tend to have fewer children, and poor families with a large number of children tend to qualify regardless of this provision.
According to the model for AFDC children, States with a medically needy program average 167 more Medicaid child recipients per 1,000 poor children than do States without this program. The medically needy-protected income interaction term does not qualify for the model using a .05 level of significance, indicating that the choice of a protected income level is not a major factor in determining the number of AFDC child recipients.
The model for total recipients per 1,000 poor explains 58 percent of the variance using a unique combination of three policy variables (AFDC-related group coverage, the medically needy-protected income interaction term, and the interaction of State unemployment rate and AFDC unemployed percent coverage). It is clear from the previous discussion that the presence of a medically needy program affects the number of recipients in both the SSI and AFDC categories. However, Medicaid coverage of AFDC-related groups and the interaction term representing the joint effects of the unemployment rate and AFDC coverage of families with unemployed parents exercise their influence on total recipient counts entirely through the AFDC component of the program.
Based on the policy and demographic variables contained in the Program Characteristics File, it appears that State policymakers have substantial control over the proportion of poor who will receive Medicaid support. For the most part, this control is exercised indirectly through eligibility criteria governing access to AFDC participation. Although States generally have little control over the Medicaid participation of people who qualify through SSI, the decision to cover the medically needy and the selection of a protected income level significantly affect the participation of both SSI and AFDC categorically related groups. The expenditure implications of adding SSI recipients are particularly profound, because Medicaid expenditures average $2,535 per SSI recipient compared with $465 per AFDC recipient (Sawyer et al., 1983).
Expenditures
Bovbjerg and Holahan (1982) contend that State policymakers tend to have more control over the number of recipients in their Medicaid programs than they have over expenditures per recipient. Many basic services funded by Medicaid are mandated, and some other services are so widely accepted that nearly every State offers them.
A more recent study (Feder and Holahan, 1985) attributes two-thirds of the post-OBRA savings in Medicaid expenditures to reductions in expenditures per recipient rather than reductions in the number of recipients. Morever, it suggests that the post-OBRA reductions were accomplished, for the most part, using policy controls available to the States prior to OBRA.
Analysis of the 1980 Program Characteristics File indicates substantial State control over both the number of recipients and expenditures per recipient. Analysis of Table 2 indicated the importance of distinguishing among aid categories in identifying the effects program controls might have on the number of recipients. Examination of Table 3 establishes that this is also necessary in analyzing expenditures per recipient. Although eight program characteristics achieve a .05 level of significance in models estimating expenditures per recipient for the particular aid categories, none of them attain significance in the overall model of expenditures per recipient. The only program characteristic to achieve significance in the overall model is the number of mandatory services with limits, a program control with a substantial negative effect on expenditures.
Table 3. Regression of program characteristics and other State characteristics on expenditures per recipient, by enrollment group: 1981.
| Predictor variable |
Total expenditures per recipient |
SSI recipients |
AFDC recipients |
|
|
| Total expenditures per recipient |
Expendiitures per aged recipient |
Expenditures per blind or disabled recipient |
Total expenditures per recipient |
Expenditures per adult recipient |
Expenditures per child recipient |
| Model number |
(8) |
(9) |
(10) |
(11) |
(12) |
(13) |
(14) |
| Intercept |
1217.552 |
3138.184 |
2386.552 |
1075.989 |
243.225 |
976.538 |
146.100 |
| Program characteristic |
|
|
|
|
|
|
|
| Optional practitioner services |
ns |
123.134 **(0.345) |
78.968 *(0.242) |
183.838 **(0.399) |
10.943 *(0.271) |
ns |
ns |
| Limits on number of physician visits |
ns |
ns |
ns |
−848.236 *(−0.291) |
ns |
ns |
−71.126 **(−0.317) |
| Number of mandatory services with limits |
−64.813 ***(−0.384) |
ns |
ns |
ns |
ns |
ns |
ns |
| Percent of optional services with limits |
ns |
ns |
ns |
ns |
ns |
−272.143 **(−0.480) |
ns |
| Local financing |
ns |
653.416 *(0.276) |
ns |
1187.310 **(0.407) |
ns |
ns |
ns |
| Lock-in or lock-out |
ns |
ns |
ns |
ns |
ns |
141.157 *(0.376) |
ns |
| Medically needy program-medically needy protected income level interaction |
ns |
ns |
ns |
ns |
ns |
0.299 *(0.320) |
0.275 ***(0.460) |
| Inpatient hospital reimbursement method |
ns |
ns |
ns |
ns |
ns |
−140.818 *(−0.387) |
ns |
| Presence of State-only program |
ns |
ns |
ns |
ns |
ns |
−131.295 *(−0.361) |
ns |
| Other State characteristic |
|
|
|
|
|
|
|
| Physicians per 1,000 population, 1980 |
ns |
ns |
ns |
ns |
81.421 ***(0.550) |
ns |
45.010 **(0.347) |
| Nursing home beds per 1,000 population 1978 |
48.127 **(0.385) |
ns |
98.056 *(0.275) |
ns |
x |
x |
x |
| Average physician visit charge, 1979 |
ns |
−249.316 *(0.420) |
−255.677 **(0.469) |
ns |
ns |
ns |
ns |
| Intermediate care facility per diem charge, 1979 |
ns |
111.558 ***(0.563) |
132.336 ***(0.771) |
ns |
x |
x |
x |
|
R2 = 0.336 |
R2 = 0.543 |
R2 = 0.562 |
R2 = 0.431 |
R2 = 0.406 |
R2 = 0.363 |
R2 = 0.557 |
|
***F = 11.915 |
***F = 11.308 |
***F = 12.827 |
***F = 10.613 |
***F = 14.365 |
**F = 4.100 |
F = 18.026 |
|
(2, 47) DF |
(4, 38) DF |
(4, 40) DF |
(3, 42) DF |
(2, 42) DF |
(5, 36) DF |
(3, 43) DF |
|
CV = .23 |
CV = .27 |
CV = .25 |
CV = .34 |
CV = .21 |
CV = .20 |
CV = .21 |
The lack of commonality between the overall expenditure model and those for particular aid categories reflects the complexity of Medicaid program characteristics and their differential effects on per-recipient expenditures within various aid categories. Just as the coefficients of variation in Table 2 indicated that the number of AFDC recipients was generally more controllable than the number of SSI recipients, the coefficients of variation in Table 3 indicate that the AFDC models are generally better predictors of expenditures per recipient than are the corresponding SSI models.
The comparisons of AFDC and SSI expenditures models are complicated by the presence of several predictor variables exogenous to the Medicaid program. Thus, models which furnish good estimates of expenditures per recipient may be driven primarily by factors beyond the control of State Medicaid policymakers.
This is the case with the expenditures model for the SSI aged, for which the three strongest predictors—nursing home beds per 1,000 population, average physician visit charge, and per diem charge for intermediate care facilities (ICF's)—are not Medicaid program characteristics. Two of these variables, nursing home beds per 1,000 population and ICF per diem charge, reflect the major role Medicaid plays in funding long-term care for the aged.
Average physician visit charge, the third variable, is negatively related to expenditures per aged SSI recipient. One possible explanation of this rather perplexing finding is the hypothesis that physicians practicing in States with above average physician charges may rely more heavily on Medicare for payment of services they furnish to the aged. In seeking an explanation for this relationship, we examined the Pearson correlation between Holahan's Medicaid-to-Medicare fee ratio (Bovbjerg and Holahan, 1982) and the average physician visit charge. The two variables are negatively associated (r = −.36), indicating that in States with higher physician fees, the Medicaid program generally pays a lower percentage of the average fee.
Under these circumstances, aged SSI recipients in States with high physician charges may receive much of their care from physicians who do not participate in the Medicaid program, thereby reducing Medicaid expenditures. Although receiving physician services entirely through the Medicare program, the aged might still appear as Medicaid recipients by virtue of the program's coverage of pharmaceuticals and other medical services.
The model for estimating expenditures for the blind and disabled does not predict expenditures quite as well as the SSI aged model does. However, all three of the predictor variables for the blind and disabled are State Medicaid program characteristics. Two of these variables (optional practitioner services and limitations on the number of physician visits in particular settings) exercise their influence by controlling utilization of Medicaid services.
The presence of local financing (a program requirement that localities contribute funds to the Medicaid program), is the third independent variable in the expenditure model for the blind and disabled. Local financing exercises a strong positive influence on expenditures. It appears that State policymakers gain additional financial leverage by requiring a local contribution. Any such gain would be magnified by the availability of Federal matching funds.
Expenditures per blind or disabled recipient are quite sensitive to utilization controls, particularly limitations on the number and kind of services. This finding suggests that such controls are most likely to affect the chronically ill, who are high users. It is consistent with the findings of the individual-level survey analysis presented by Mauskopf, Rodgers, and Dobson in the article that follows.
The models for estimating expenditures per AFDC recipient generally outperform those for estimating expenditures per SSI recipient, with program characteristics dominating the models. Nevertheless, the general model for expenditures per AFDC recipient is dominated by physicians per 1,000 population, a supply variable exogenous to the Medicaid program.
The responsiveness of AFDC Medicaid expenditures to the supply of physicians can be interpreted in at least two ways. The first interpretation is that low levels of provider reimbursement may create incentives for physicians to treat other patients in preference to Medicaid recipients. Bovbjerg and Holahan (1982) have demonstrated that most State Medicaid programs pay physicians far less than the “usual, customary, and reasonable” fees paid by the Medicare program. Physicians treating Medicaid patients are required to accept the Medicaid payment as full payment. Therefore, one might expect Medicaid recipients to encounter problems in obtaining access to physicians in areas with a low concentration of physicians. On the whole, AFDC recipients are probably not as seriously ill as SSI recipients are, so they might be less persistent in their efforts to achieve access to physicians.
Another interpretation of the relationship between physician supply and AFDC utilization is that States with high concentrations of physicians also tend to have a high percentage of specialists and a greater concentration of sophisticated medical services. Consequently, AFDC patients who might otherwise be treated by general practitioners using less sophisticated procedures become consumers of a more expensive mix of services.
Although the physician supply variable dominates the general AFDC expenditure model and enters the model for AFDC children, seven program variables enter at least one of the three AFDC models. The most interesting of these is the presence of a medically needy program. (Actually, the variable is an interaction term composed of medically needy program and medically needy protected income level.) It appears that recipients who qualify through the provisions of the medically needy program utilize services at a higher rate. Many people qualify for medically needy programs by spending their incomes on medical care until their remaining income falls below the medically needy income standard. Unless the incomes are already very close to the standard, spending down to this level implies that the people are indeed very ill. Consequently, the presence of a medically needy program appears to modify a Medicaid program's case mix by creating special opportunities for seriously ill people to qualify for the program.
The presence of a State-only program (i.e., Medicaid-eligible groups that are supported totally by State funds) seems to change the AFDC adult case mix in a different way. It apparently brings relatively healthy people into the program, thereby lowering expenditures per recipient.
Four variables directly related to utilization appear in at least one of the three AFDC models: coverage of optional practitioner services, limitations on the number of physician visits for particular services, the percentage of optional services with limits, and the presence of lock-in or lock-out restrictions. (Lock-in restricts choice of providers, and lock-out allows States to exclude particular providers from Medicaid participation.) In each case, the effects are as anticipated, with limits on services reducing expenditures and provision of optional services increasing them.
Finally, method of inpatient reimbursement is a significant predictor of expenditures per AFDC adult recipient, indicating a negative relationship between hospital reimbursement based on Medicare principles (cost-based reimbursement) and total expenditures per AFDC adult recipient during 1980. It is probably wrong to suggest that alternative methods of hospital reimbursement, such as prospective payment, are responsible for higher levels of expenditures. Rather, it is likely that States experiencing the highest health care costs in the late 1970's had the greatest incentives to adopt alternatives to the cost-reimbursement methodologies that were long the standard for Medicaid programs. Today, 33 State Medicaid programs use prospective payment. It is noteworthy that the negative association between Medicare reimbursement principles and expenditures per recipient appears only in the model for AFDC adults. It does not appear in a subsequent model for estimating expenditures per Medicaid hospital recipient.
Hospital, physician, and long-term care services
The previous discussion has been based on models structured around the recipient's enrollment category. This orientation tends to emphasize the importance of eligibility criteria rather than service-related program characteristics because eligibility criteria play a key part in defining the case mix of the Medicaid population within each aid category. Models structured around service category, on the other hand, should be more sensitive to the effects of policies intended to control expenditures within particular service categories.
In Table 4, models for estimating total recipients per 1,000 poor people for hospital, physician, and long-term care services are displayed. From these models, it appears that State Medicaid program characteristics have substantial effects on the number of recipients of these services. Moreover, all of the independent variables in these models estimating the number of recipients for hospital, physician, and long-term care services are eligibility guidelines governing access to the program.
Table 4. Regression of program characteristics and other State characteristics on Medicaid recipients per 1,000 poor, by hospital, physician, and long-term care services: 1981.
| Predictor variable |
Total recipients per 1,000 poor |
|
| Hospital services |
Physician services |
Long-term care services |
| Model number |
(15) |
(16) |
(17) |
| Intercept |
59.263 |
10.633 |
0.041 |
| Program characteristic |
|
|
|
| Unemployment-AFDC unemployed parent coverage interaction |
4.779 ** (0.379) |
22.389 ***(0.416) |
x |
| Medically needy program-medically needy protected income Interaction |
0.114 **(0.410) |
ns |
0.0001 **(0.439) |
| AFDC monthly payment standard |
ns |
0.550 **(0.325) |
x |
| AFDC-related group coverage |
ns |
127.637 ***(0.318) |
|
|
R2 = 0.381 |
R2 = 0.594 |
R2 = 0.193 |
|
***F = 14.436 |
***F = 22.443 |
***F = 11.237 |
|
(2, 47) DF |
(3, 46) DF |
(1, 47) DF |
|
CV = .31 |
CV = .28 |
CV = .46 |
The interaction of the 1979 unemployment rate and coverage of AFDC unemployed parents affects recipient rates for both hospital and physician recipients. It is the most powerful predictor of physician recipients and the second most powerful predictor of hospital recipients. It does not have a significant effect on the number of long-term care recipients, reflecting the low level of long-term care utilization in the AFDC population.
The interaction between the presence of a medically needy program and the medically needy protected income level is the most important predictor of hospital recipients per 1,000 poor. Moreover, it is the only predictor in the model for long-term care recipients. The presence of a medically needy program, particularly one with a high protected income level, changes the case mix of the Medicaid population to such a degree that the proportion of the poor population receiving hospital and long-term care services rises markedly. This is a particularly important finding from a budgetary perspective because hospital and long-term care services dominate Medicaid expenditures. The AFDC monthly payment standard and AFDC-related group coverage both increase the number of recipients of physician services per 1,000 poor.
These findings suggest that program controls, particularly enrollment guidelines, can be effective in limiting Medicaid hospital and physician utilization. In contrast, only a small amount of the variance is explained by the model for long-term care recipients, and the coefficient of variation is high. This indicates that the number of long-term care recipients per 1,000 poor is less controllable and less predictable than are the other recipient categories. Nevertheless, the inclusion of the medically needy program variable represents an important finding because long-term care represents about 40 percent of total Medicaid expenditures.
In Table 5, models for estimating expenditures per hospital, physician, and long-term care recipient are displayed. These service-specific models demonstrate that expenditures for all three services are influenced by price.
The hospital per diem charge is the most important predictor of hospital expenditures. Each additional dollar in hospital per diem charges accounts for an additional $6.73 in hospital expenditures per Medicaid hospital recipient. The presence of a medically needy program is also an important predictor of hospital expenditures. Enrollees entering Medicaid through the medically needy option are high users of hospital services. In Table 4, it was shown that medically needy recipients are more likely to be admitted to hospitals; in Table 5, it is shown that they tend to consume more services once admitted.
Physician charge per visit is not included in the physician expenditure model because it is not significant at the .05 level. However, another price-related variable, the Medicaid-to-Medicare fee ratio for specialists (Bovbjerg and Holahan, 1982), is the most important predictor of physician expenditures. A 1-percent increase in this measure of Medicaid generosity toward physicians results in an increase of $86 per physician recipient. This clearly indicates that Medicaid generosity toward physicians increases physician expenditures, but generosity toward physicians may also help to avoid unnecessarily high use of hospital emergency room and outpatient services. Physician expenditures are related to two other program characteristics: A high number of mandatory services with limits and the presence of local financing appear to decrease total Medicaid physician expenditures per recipient. Many limits on mandatory services relate to physician services, but the apparent negative influence of local financing on physician expenditures is difficult to understand.
The only significant predictor in the model for long-term care expenditures per recipient is the ICF per diem charge. A $1 increase in ICF per diem charges increased 1980 Medicaid long-term care expenditures by $92.52 per long-term care recipient.
Unlike the models for estimating the number of recipients of long-term care and hospital services, the corresponding expenditure models are dominated by the effects of an exogenous factor, price. In contrast, the physician expenditure model suggests that this service category can be controlled by changing the level of physician reimbursement and limiting the provision of mandatory services. Nevertheless, any attempt to further restrict expenditures for physician services must be tempered by an awareness that such an attempt may encourage greater use of hospital emergency room and outpatient services.
Conclusion
In this article, a variety of methods were identified by which State policymakers were able to control Medicaid expenditures during 1980. States exercised considerable control over their population of Medicaid recipients through the eligibility guidelines of the AFDC program and through decisions to provide for the medically needy, but they exercised relatively little control over the number of SSI Medicaid recipients. The number of aged SSI recipients was particularly unresponsive to variation in eligibility standards.
With respect to Medicaid expenditures per recipient, both child and adult AFDC categories and the SSI blind and disabled category were responsive to program controls. Expenditures for SSI aged recipients, on the other hand, were primarily a function of supply and price variables beyond the control of State Medicaid policymakers.
The analysis of particular service categories allowed us to compare the relative control States exercised over hospital, physician, and long-term care expenditures. States exercised the greatest control over physician expenditures and the least control over long-term care expenditures. Use of the model for long-term care recipients per 1,000 poor demonstrated that State decisions concerning the provision of a medically needy program and the selection of protected income levels for such programs exercised a significant influence on the number of long-term care recipients. However, the medically needy program variable was the only program characteristic that demonstrated a significant effect on the number of long-term care recipients or the level of long-term care spending.
Although this article suggests a variety of methods to control Medicaid spending, it is not designed to yield information about the tradeoffs in health services that might accompany each method. Critical issues that must be considered are the extent to which Medicaid recipients are dependent on the Medicaid program for their health care needs and the extent to which Medicaid program characteristics determine access to care and levels of utilization. The next article sheds light on these issues.
Footnotes
Reprint requests: Roland McDevitt, SysteMetrics, Inc., Suite 600, 4733 Bethesda Avenue, Bethesda, MD 20814.