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by
Deborah J. Chollet, Ph.D.
Kosali Ilayperuma
Simon, Ph.D.
Adele M. Kirk, M.A.
We consider the impact of state regulation of the small-group and individual insurance markets, respectively, on two segments of the population:
By selecting these two groups for analysis we hope to discern impacts that might be undetectable among the entire population and also to eliminate variation for which dummy variables (e.g., worker or nonworker family) may be inadequate controls. Moreover, by selecting only the adult population we hope to eliminate some problems that may result from under-reporting of public program coverage; eligibility for public coverage is much less common among adults than among children. The years of analysis are 1995 through 1997; all estimation is done at the person-level using general linear model regression.
Our estimates rely on three sources of data:
We estimate two sets of models to identify the potential effects of small-group regulation on employer coverage among adults in worker families, reflecting the firm size definitions available in the 1996-1998 CPS. First, we estimate coverage among adults in families of workers in firms of under 100 workers. Although workers in firms of more than 50 workers (in some states more than 25) were outside the scope of states small-group statutes, the 1996-1998 CPS public use data do not allow us to isolate workers in firms of 50 or fewer employees. Thus, we estimate potential impacts on workers in firms of less than 100, and anticipate weaker results than we might find were we able to isolate the target population more precisely. Second, we estimate coverage among adults in families of workers in firms of under 25; all states reform statutes applied to workers in these firm sizes.
For both populations we estimate three alternative specifications of a linear fixed-effects model, as follow:
| (1) | ERCOVist = f (GMARKETst, SOCIOECONist, STATEs, YEARt), |
where:
| (2) | ERCOVist = f (GMARKETAst, GREGULATIONst, SOCIOECONist, STATEs, YEARt), |
where ERCOV, SOCIOECON, STATE and YEAR are as defined above, and
| (3) | ERCOVist = f (GMARKETst,GREGULATIONst ,SOCIOECONist, STATEs, YEARt), |
where all vectors are as defined above. Table 1 includes definitions of all of the variables included in the specifications.
The inclusion of the GMARKET and GMARKETA variables in this analysis warrants additional explanation. Differences among states in the structure of their group (and individual) health insurance markets are striking.8 Large-population states characteristically have many fewer insurers per capita and much larger premium volume per insurer than small population states. Moreover, commercial insurers in either market have characteristically low average premium volume. The literature estimating economies of scale in health insurance, while scant, uniformly suggests that insurers experience increasing economies of scale (i.e., declining marginal cost) over an extensive range of production, and only the largest insurers experience even constant economies of scale. Thus, all else being equal, one might expect markets with greater concentration to have lower average costs of production, lower prices, and greater coverage. Conversely, more insurers, all else being equal, may foster greater price competition. These competing hypotheses underlie our expectation that measures of market structure may affect (via unobserved prices for insurance) coverage in the small-group market, and also in the individual market.
The alternative specifications of our employer-coverage model differ only in whether GMARKET (a full vector of market variables) or GMARKETA (a partial vector) was entered, and whether small-group regulation variables (GREGULATION) were considered. The first specification of our model omits regulation variables to test solely for the potential influence of market structure on insurance prices (which are unobserved) and on employer coverage. The second specification includes a full array of regulatory variables, but omits market variables that are sensitive to regulation.9 We anticipate that the results of this specification will most closely approximate those of earlier research which did not control for market structure. The third and final specification includes the full array of both market and regulatory variables. We argue that this is the most appropriate specification for estimating the immediate impacts of regulation, controlling for the intervening effects of market structure.
We estimate similar specifications of the same general model to measure the impacts of state regulation of individual insurance on coverage among adults without coverage either from an employer or a public program. These are as follow:
| (4) | INDIVist = f (IMARKETst, SOCIOECONist, STATE, YEAR), |
where INDIV is private (non-employer) coverage; MARKET is a vector of variables that reflect individual (nongroup) market structure; and SOCIOECON, STATE and YEAR are defined as above.
| (5) | INDIVist = f (IMARKETAst, REGULATIONst, SOCIOECONist, STATE, YEAR), |
where IMARKETA is a vector of variables that control for dimensions of individual market structure (HMO market share and average commercial insurer loss ratios) that were insensitive to regulation in our earlier results; and SOCIOECON, STATE and YEAR are defined as above.
| (6) | INDIVist = f (MARKETst, REGULATIONst, SOCIOECONist, STATE, YEAR), |
where all vectors are as defined above.
We estimate all models using current-year measures of regulation, market structure and coverage.10 Descriptive statistics of all variables are provided in Appendix 2 and 3.
8 - These differences are described in Chollet, Kirk and Chow (in press) and were summarized in our earlier report under this contract (Chollet, Kirk and Simon, 2000).
9 - In our earlier paper (Chollet et al., 2000) we concluded that some small-group regulation affected market structure. Specifically, all-product guaranteed issue, shorter exclusion periods for preexisting conditions and some forms of rate regulation appeared to drive differences in the number of insurers in the market and in market concentration, respectively.
10 - We estimated the models with leading and lagging variables for both regulation and socioeconomic characteristics, but found that the regulatory impacts detectable in the current-year specifications either vanished or did not differ appreciably when lead-lag specifications were used. Therefore, we report only current-year specifications.
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