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Introducing fees for services with professional uncertainty.

A change in payment system of general practitioners from capitation to a mix of one-half capitation and one-half fee for service in Copenhagen, Denmark, resulted in a significant overall increase in diagnostic and curative services. The rate of increase differs between services. In this article, it is assumed that the rate of increase varies with doctors' professional uncertainty relative to the services studied. Professional uncertainty is measured as the degree to which performances of a service are determined by diagnoses made. The data validate the measure given the assumption.


Since 1961, Denmark has had a system of payment by prospective estimation, by which about one-half of the income of the average general practitioner (GP) comes from capitation for patients on his or her list, and about one-half from fees for consultations and a set of mainly diagnostic and curative services. In Copenhagen City, this system was not introduced until October 1987. Until then, a payment system was in use in which GPs received the major part of their income from capitation. Copenhagen City, with about one-half million inhabitants, is the central part of the larger suburban area of Copenhagen County, with about I million inhabitants in all.

We examined the effect of the introduction of fees for services in October 1987, by comparing the change in number of services performed among Copenhagen City GPs with the change among GPs in the remainder of Copenhagen County. Copenhagen City GPs served as the experimental group, and GPs in the remainder of Copenhagen County, where the mixed system of GP remuneration already existed, served as the control group. We compared numbers performed of a sample of the diagnostic and curative services newly paid for in Copenhagen City, comparing numbers per week per 1,000 registered patients 6 months before October 1987 with numbers 6 months after that, and 1 year after that.

Total numbers of both sampled diagnostic and sampled curative services showed a significantly larger increase among Copenhagen City GPs than among GPs in the remainder of Copenhagen County. Numbers both 6 months and 1 year after October 1987 were compared with numbers 6 months before that. These results were stable in that they were obtained equally with differing statistics (Krasnik et al., 1990; Flierman and Groenewegen, 1991).

We also investigated the changes in single diagnostic and curative services and concluded that the introduction of fees produced far larger increases in some services than in others. Here we ask how these differences can be explained.

In health economics, increases like the ones mentioned are explained by stating that income is an argument in GPs' utility function. Yet income maximization is considered to be constrained by professional medical standards on when to perform a service, as another argument in that function. The strength of that constraint, however, is considered to vary with consensus on standards (Evans, 1984).

In health services research, variation in consensus on when to perform services is nowadays attributed to varying strength of scientific foundation of standards, as perceived by the medical community (Wennberg, Barnes, and Zubkoff, 1982; Wennberg, 1987; Wolff, 1989). The weaker the perceived scientific foundation of a standard on when to perform a service, the greater is the lack of consensus, or professional uncertainty relative to it. And the greater the uncertainty, the larger the variation in performance of a service. Comparing surgical interventions performed in hospitals, differences between hospital markets in numbers per capita that are attributed to varying degrees of professional uncertainty range from no differences up to tenfold differences.(1)

Attribution of variation to professional uncertainty results from standardizing rates for age and sex distributions of populations, and excluding random variation under a Poisson assumption (McPherson et al., 1982). The magnitude of the remaining systematic variation is then taken as a measure of professional uncertainty (McPherson, 1989).

In a later section, another measure of professional uncertainty will be introduced that differs in content as well as in form from the one previously described. As for content, it takes account of morbidity itself, instead of using age and sex as proxies. As for form, it measures uncertainty in terms of indetermination rather than variation. The concept to be measured is uncertainty among providers about when to perform a service. Therefore, the degree to which performances of a service are determined by assessed (morbidity) conditions reflects the structure of the concept more explicitly. As we will argue at the end of "Measuring professional uncertainty," with sufficiently precise diagnostic data the components of the measure can be directly compared with medical knowledge to examine content validity.

We will also discuss the changes in single diagnostic and curative services in Copenhagen City when fees for them were introduced, comparing them with the changes in Copenhagen County (Flierman and Groenewegen, 1991). Next, we will use the relative changes in Copenhagen City to examine the construct validity of our measure of professional uncertainty. We will do so by investigating the health economics prediction previously discussed. The prediction says that the introduction of a fee for a service stimulates its performance more when professional uncertainty concerning it is greater.

Data and method

Changes in services performed

Comparing March 1987 with March 1988 data (Flierman and Groenewegen, 199 1), increases in diagnostic and curative services were shown to be larger in Copenhagen City than in Copenhagen County on a 5-percent significance level. Comparing March 1987 with November 1988 data, they were on a I-percent significance level. Hence in the latter comparison the evidence is strongest that services in general are performed more often because fees for them have been introduced. Therefore, the March 1987 and November 1988 comparison will be used here to investigate the health economics prediction on varying degrees of increase.

In Copenhagen County, fees were already paid for 43 diagnostic and 27 curative services. Our data on the Copenhagen County control group come from claims files on these services performed by all 326 and 329 GPs practicing in Copenhagen County in March 1987 and November 1988, respectively. These data are available on the aggregated level of regional groups of doctors only. Copenhagen County has 8 such regions with a minimum of 10 and a maximum of 82 doctors per region.

Our Copenhagen City experimental group is a sample of 72 out of 265 GPs practicing there in March 1987. These doctors were mainly self-selected by willingness to volunteer in our recording survey (Krasnik et al., 1990). They recorded their consultations for I week each in the months concerned. The recording form included a sample of 13 out of the 43 diagnostic services for which fees were introduced in Copenhagen City as well, and a sample of 8 out of the 27 curative services for which fees were introduced. Services were included in the sample that were frequently performed in Copenhagen County, and for which the average Copenhagen City GP would need no new equipment. Effects of the introduction of fees would therefore not be curbed by postponed investments.

Total numbers entering the comparison are reported in Table 1. Numbers of registered patients in the county in March 1987 were no longer available at the time of data collection. Numbers of patients in March 1988 are used as an estimate. In March 1988, 329 doctors were practicing in the county. Numbers of doctors per region in March 1988 are also applied to the March 1987 and November 1988 comparison.


The numbers to be compared are numbers per week per 1,000 registered patients. For the sample of city doctors, these numbers are assessed per doctor. For the county, they are assessed per region. County averages are weighted by numbers of doctors per region.

In testing the difference between the changes in city and county, we compare proportional changes. Proportional changes are argued to be a better measure than sizes of change (Flierman and Groenewegen, 1991). Because the county data are not available per doctor, we assume that the variance of changes among county doctors equals the one among city doctors. Under that assumption:

t = (([] - [])/[*

* ([]*[n.sub.county])/([]+[n.sub.county], where

[] is the measured average change in the city,

[] is the expected average change in the city, assessed as (proportional average change in the county) * (initial value in the city),

[] is the standard deviation of the measured changes in the city, and

[] and [n.sub.county] are the numbers of doctors in city and county. The p-values associated with this t-statistic are reported in Table 5.

Diagnoses made

Diagnoses made are not in the billing data of the Copenhagen County doctors in the control group. The recording form used by the experimental group in Copenhagen City included a list of complaints and diagnoses derived from the International Classification of Health Problems in Primary Care-second revision (ICHPPC-2) (Classification Committee, 1983). In measuring professional uncertainty among Copenhagen City doctors in the next section, we will relate services performed to diagnoses made according to that list.

Table I showed that Copenhagen City doctors performed the sampled diagnostic and curative services nearly twice as often in November 1988 as they did in March 1987. Where services are performed more often, the degree to which their performance is determined by diagnoses made can be better assessed. Therefore, the November 1988 data will be used to assess these degrees of determination.

Formally, in doing so we weaken our test of the predicted effect of professional uncertainty. A greater professional uncertainty among doctors as measured after the change in payment system may not be a modifier of the effect of the introduction of fees, but another effect of it. It may be that fees tend to increase the numbers of services by increasing the range of health conditions in which they are performed. And it may be that services vary in their openness to such a tendency. Then, in varying degrees, "more servicing, which may initially be a response to economic factors, becomes over time the new standard" (Evans, 1984). Our analysis rests on the assumption that I year is too short a time span for that. We introduce that assumption in order to avoid small numbers.

We further avoid small numbers by including data on four Copenhagen City GPs who are not in the experimental group because they did not record their consultations in March 1987, but who did do so in November 1988. Uncertainty among GPs about when to perform a service is therefore assessed for 76 GPs.

More than one diagnosis could be recorded in the list of complaints and diagnoses mentioned. The numbers of consultations with differing numbers of diagnoses are listed in Table 2. The large number of consultations with no diagnosis partly reflects the fact that in general practice a diagnosis is not always made. It may be unclear what diagnosis should be made, or the reason for the consultation may be of an administrative nature (e.g., getting the result of a diagnostic test).
 Table 2
 Numbers of consultations with 0 through 5
 diagnoses as coded from records of 76
 Copenhagen City general practitioners:
 November 1988
Diagnoses Consultations Percent
Total 10,947 100
None 4,001 37
1 6,239 57
2 614 6
3 73 1
4 17 0
5 3 0
NOTE: Percent totals exceed 100 because of rounding.
SOURCE: Netherlands Institute of Primary Health Care (NIVEL).

Partly, the large number of consultations without any diagnosis is also an artifact of data collection. Our recording form contained a list of 34 complaints and diagnoses, with the request either to pick an item on that list or else to write down the diagnosis. The written diagnoses most closely related to one another and largest in number were grouped into I I extra items afterwards; many diagnoses were lost both in collecting and in processing the data.

With no diagnosis coded, the degree to which the performance of a service is determined by the diagnosis cannot be assessed; with more than one diagnosis, coded complexities of comorbidity are introduced with hardly any increase in numbers of consultations to be analyzed (Table 2). Therefore, uncertainty among GPs about when to perform a service is assessed with data on 6,239 one-diagnosis consultations.

In Table 3, the diagnoses are listed that were made in these consultations and, moreover, were made five times or more while a service in our sample was performed. The diagnoses listed are derived from ICHPPC-2 by selection and combination. Next, we grouped them into umbrella categories, like "acute infections. " Diagnoses are not listed if they were not made when a service was performed, or if there is a suspicion of measurement error.
 Table 3
 Numbers of November 1988 one-diagnosis
 consultations of 76 Copenhagen City
 general practitioners in which any sampled
 service was performed at least five times, by
 diagnosis made
Diagnosis Number Percent
Total 6,239 100
Acute infections
Total 1,536 25
Upper respiratory infection (head cold) 521 34
Acute tonsillitis 139 9
Urinary infection 209 14
Conjunctivitis 117 8
Other acute infections 550 36
Acute injuries
Open wound 37 1
Chronic disorders
Total 1,189 19
Hypertension 334 28
Diabetes mellitus 98 8
Anemia 55 5
Other chronic disorders 702 59
Psychiatric and neurological disorders 1,219 20
Gynecological and obstetric disorders
Total 625 10
Menstrual disorders 164 26
Fluor vaginalis 193 31
enopause symptoms 69 11
Other gynecological disorders 69 11
Obstetric disorders 130 21
Joint and muscle disorders
Total 975 16
Non-degenerative joint pains 258 26
Other joint and muscle disorders 717 74
Dermatologic disorders
Total 658 11
Warts/condylomata acuminata 122 19
Dermatitis/eczema/rash 366 56
Abscesses and other localized
 inflammations 109 17
Benign tumor 61 9
NOTES: Percent totals may not equal 100 because of rounding.
Totals under the boldface umbrelia categories add up to 100
percent. Percentages of single diagnostic categories add up to
100 percent within umbrella categories.
SOURCE: Netherlands Institute of Primary Health Care (NIVEL).

The combinations of diagnoses and services have been checked on their medical plausibility. Combinations that were clearly produced by measurement error never arose in more than four consultations. Therefore, all combinations that arose in fewer than five consultations were excluded. Hence, only diagnoses coinciding with services in at least five consultations are listed here.

Diagnoses not listed are put together in the residual categories, such as " other acute infections, " and in the umbrella category "psychiatric and neurological disorders." No psychiatric or neurological disorder was ever diagnosed when a service in our sample was performed (numbers under suspicion of measurement error excluded).

The 18 diagnoses listed (residual categories excluded) can be used in measuring professional uncertainty on when to perform the 21 services in our sample. However, for diagnoses and services, similar restrictions hold. Not all 21 services were performed in combination with one of the diagnoses listed in sufficient numbers to be above suspicion of measurement error.

For this reason, nine services are omitted in the next section. These are: taking a blood sample, proctoscopy, electrocardiogram, erythrocytes sedimentation rate (ESR) measurement, urine microscopy, removing ear wax, removing corpora aliena (with two specifications), and bladder catheterization. A 10th service, performing a pregnancy test, was omitted because its most obvious reason is not included in either ICHPPC-2 or our recording form - a woman's question of whether or not she is pregnant.

For the remaining I 1 services, professional uncertainty on when to perform them, in terms of the 18 diagnoses listed, could be measured.

Measuring professional uncertainty

As we previously discussed, professional uncertainty is measured here in terms of indetermination of performances of a service by morbidity conditions assessed.

With full professional certainty among doctors, there would be full consensus on standards on when to perform a service. Such a standard would include a full description of the conditions in which a service should be performed. Full consensus on such a standard would show when every doctor always performed the service upon assessing a condition described by the standard, with no doctor ever performing the service in other conditions.

In such a state of affairs, the number of times any doctor performed a service would equal the number of times he or she assessed the relevant conditions.

Now assume that the ideal state of affairs is still there, but conditions are not described fully in the data. For example, every doctor always removes ear wax with hearing problems and when the external ear is infected. No doctor ever removes ear wax in other conditions. From the data we know of hearing problems as such, but we know only of infections of the ear generally. Next, assume that the relevant but unknown particulars within the conditions that we do know of are equally distributed in every doctor's practice. To continue the example, assume that in every doctor's practice one-half of the ear infections are in the external ear. In that case, every doctor would remove ear wax a number of times equal to the doctor's assessments of hearing problems plus one-half of the assessments of ear infections.

In a regression over all doctors, the non-standardized coefficient (b) of ear wax removals on hearing problems would be 1, and on ear infections it would be 1/2. Still, the coefficient of determination ([R.sup.2]) would be 1, expressing full consensus among doctors on when to remove ear wax.

Thus, if the assumptions are valid, an empirical value of [R.sup.2] would be an appropriate measure of the degree to which a real state of affairs approximates the ideal one: Then [R.sup.2] is an appropriate measure of professional certainty among doctors.

It seems safe to assume that the relevant conditions are not fully described by the diagnoses listed for any of the services (Table 3).

By the same token, there is more hazard in the assumption of equal distributions of relevant particulars. A priori, the equal distributions assumption is more valid when the conditions on which we do have data are more specific themselves. On the face of it, the ones in Table 3 are quite unspecific indeed.

Hence, when the diagnoses listed in the previous section enter the measurement of professional uncertainty by [R.sup.2] their global character makes content validity questionable a priori. However, the test of the health economics prediction will decide whether content validity is good enough for construct validity to show.

In Table 4, [R.sup.2] is determined for 1 1 services. The numeric content is best described by taking one service as an example. For this we chose the service listed first, taking a cervical smear.


Cervical smears are taken with three diagnoses: menstrual disorders, fluor vaginalis, and menopause symptoms. These three diagnoses are made in 164, 193, and 69 consultations respectively; these numbers of consultations from Table 3 are repeated in Table 4. Because our total number of one-diagnosis consultations is 6,239, some other diagnosis is made in 5,813 consultations. Also described are different ways to what degree services are rendered when diagnoses are made.

Cervical smears shows the number of times that the service is rendered when each of the three diagnoses is made, and when some other diagnosis is made. Thus, in 164 consultations menstrual disorders are diagnosed, and a cervical smear is taken 15 times.2 In the 5,813 consultations in which anything different from menstrual disorders, fluor vaginalis, or menopause symptoms is diagnosed, a cervical smear is taken 16 times in all. Yet with no other diagnosis taken separately, a cervical smear is made more than four times, and thus above suspicion of measurement error. The numbers discussed so far are stepping stones in assessing professional uncertainty among the 76 Copenhagen City doctors about when to take a cervical smear.

The results of a regression analysis are reported in which GPs are the units of analysis. The dependent variable is the number of times each GP makes a cervical smear. The independent variables are the numbers of times each GP diagnoses menstrual disorders, fluor vaginalis, and menopause symptoms. The number of times other diagnoses are made does not enter the regression equation as an independent variable. Yet the 16 times that a cervical smear was ade with other diagnoses are included in the values of the dependent variable.

With this reservation, the empirical counterpart of our ideal state example is shown for cervical smears. One reads that, on average, GPs take a cervical smear I out of 4 times that they assess menstrual disorders: The non-standardized regression coefficient is + .24. Yet counted over all GPs, they take a cervical smear fewer than I out of 10 times that they assess menstrual disorders- 15 out of 164 times. The difference disappears when a service is performed with "other diagnoses," as is shown with "urine culture with sensitivity" and " removing warts. " Hence, the difference stems from excluding "other diagnoses" while including services performed with these in the total number of performances entering the regression equation. This enlarges the values of the non-standardized regression coefficients.

As another effect, it also reduces the value of [R.sup.2] when a service is often performed with other diagnoses. Performances of a service with diagnoses other than those entering the regression equation cannot be explained in the equation. But then again, when performances of a service are heavily scattered over other diagnoses, this can be taken as a secondary indication of indetermination; that is, if measurement errors are in the recording of diagnoses, and if these errors do not vary in number with the service performed. Under these assumptions, [R.sup.2] should be lower for heavily scattered services.

We could have avoided both effects by excluding the performances of the service with other diagnoses from the values of the dependent variable. But then the secondary indication of indetermination previously discussed would not have been covered by [R.sup.2], and the measure would have lost empirical coverage.

Given the enlarged regression coefficients, one reads that on average GPs take a cervical smear 1 out of 4 times that they assess menstrual disorders. Likewise, they do so 1 out of 6 times with fluor vaginalis (+.17), and 1 out of 3 times when menopause symptoms are assessed (+.32). Deviations from these averages indicate professional uncertainty as we introduced it in our ideal state example, under the equal distributions assumption. These deviations and the scattered performances of the service taken together let [R.sup.2] sink from 1 to .48.

As measured in Table 4, the degree of professional certainty about when to perform the services listed varies from .01 for dressing an immobilizing bandage to .49 for an inoculation for cultivation. This is summarized visually in Figure 1.

One would like to judge the content validity of this measure. In principle, one could do so by examining whether the reported dependences of services performed on diagnoses made reflect medical knowledge. One could proceed by neglecting nonsignificant coefficients, taking a significant positive coefficient as evidence of agreement that a diagnosis is a good reason to perform a service, and taking a significant negative coefficient to show agreement that a diagnosis is a bad reason to perform the service.

In the latter instance, the finding would be that although a service is sometimes performed with a disorder, doctors who see the disorder more often, perform the service less often, other things being equal. This would reflect medical knowledge if experience shows (to the experienced) that the service generally does not help or give a definitive answer with the disorder at hand.

In Flierman, Groenewegen, and Stokx (1991), we applied the measure presented here to more precise diagnostic information, and could indeed show content validity with few exceptions, following the rules previously described.

However, owing to the global character of the diagnostic categories used in Table 4, here one would inevitably run into speculation on the precise nature of complaints and diagnoses. Therefore, here it seems more fruitful to examine whether content validity is good enough to produce construct validity, as described later.

Testing for construct validity

To measure professional uncertainty among doctors concerning services, data were analyzed on one-diagnosis consultations of 76 Copenhagen City doctors in November 1988. Now we consider the [R.sup.2] values obtained as characteristics of services, and assume that they are not affected yet by the change in payment system in Copenhagen City in October 1987. We relate them to changes in performance of services in all consultations by 72 Copenhagen City doctors between March 1987 and November 1988. The changes examined are relative to those among Copenhagen County GPs, and can therefore be attributed to the change in payment system in Copenhagen City.

[R.sup.2] values were obtained for 11 out of 21 services. In Table 5, changes in performance among Copenhagen City and Copenhagen County doctors are reported for 19 of them. ESR measurement and bladder catheterization are omitted. The 72 Copenhagen City GPs did not measure ESR at all in their week of March 1987, and did not catheterize any bladder in their week of November 1988. Hence, for ESR measurement, no proportional increase can be assessed, and attributing a 100-percent decrease (from .02 to 0.00 per 1,000) to bladder catheterization seems to be overstretching the data.


Among these 19 services, 18 tend to increase in number more strongly in Copenhagen City than they do in Copenhagen County. For 8 among the 18, the difference is significant on at least a 5-percent level. The relative increases vary from 5 percent for taking a cervical smear to 585 percent for blood glucose measurement, and of the significant ones the lowest relative increase is 51 percent for urine tests with sticks. The question to be answered here is how these varying rates of relative increase can be explained.

More specifically, the question is whether they can be explained from varying degrees of professional uncertainty among GPs about when to perform them. The prediction to be tested is: Services about which GPs are less certain professionally show a higher relative rate of increase when fees for them are introduced.

For 11 services, this prediction is tested by rank order correlation in Table 6. On a 5-percent significance level and among all 11 services, those about which doctors are less certain professionally as measured by a lower [R.sup.2] show a larger relative proportional increase. Among the eight services whose relative increase is significant on a 5-percent level, the association is not significant anymore.
 Table 6
 Professional certainty relative to 11 sampled
 services among 76 Copenhagen City general
 practitioners and relative proportional change
in the performance of these services, by 72 of
 these general practitioners
 Professional Relative
 certainty change
Physician services [R.sup.2] (percent)
inoculation for cultivation .49 (*) +68
Cervical smear .48 +5
First treatment of large wound .44 +66
Removing warts .33 (*) +114
Urine test with sticks .31 (*) +51
Hemoglobin measurement .25 (*) +52
Urine culture with sensitivity .14 +265
Blood glucose (photometer) .10 (*) +585
Streptoculture or urine culture .06 (*) +211
Incision or excision of abscess or
 tumor .02 (*) +198
Dressing an immobilizing bandage .01 (*) +173
 Rank order
 correlation Significance
All 11 services -.65 .032
8 services with significant relative
 change -.57 .139
(*) Statistically significant at.05 level.
SOURCE: Netheriands Institute of Primary Health Care (NIVEL).

What is to be concluded from these opposing results? The most relevant circumstance seems to be that in a serial testing of differences like the one reported in Table 5, some significant results can be expected to show up by chance. Therefore, the significance of differences is a less decisive proof that differences between changes are real and that relative changes are caused by the change in payment system than the simple fact that all relative changes in Table 6 are positive. The probability of such an outcome under chance is [(1/2).sup.11] = .05 percent, and the probability under chance of the outcome in Table 5 is [19*(1/2).sup.19] = 004 percent. We therefore consider the association among all 11 services in Table 6 to be the more decisive test of the construct validity of our measure. By that test, construct validity is confirmed.


As discussed in an earlier section of this article, content validity of the measure of professional uncertainty introduced was questionable a priori owing to the global character of the diagnostic categories used. We examined whether content validity was good enough to produce construct validity. Indeed, it did: The health economics prediction introduced in the first section of this article was confirmed in the previous section.

The globality of diagnostic categories and the frequency of measurement errors are the main limitations of our study. Globality made it impossible to judge content validity. Because of measurement errors, we had to introduce extra assumptions in order to avoid loss of empirical coverage of our measure.

Both limitations can be overcome when complaints and diagnoses are written down by GPs as they assess them, and are centrally coded into a sufficiently precise classification by medically trained personnel. Thus the data were collected that were analyzed in Flierman, Groenewegen, and Stokx (1991). The classification used there is the 1989 NIVEL revision of the International Classification of Primary Care (Lamberts and Wood, 1987). With these data, content validity of our measure could be shown with few exceptions.

Further research should assess content validity of the measure introduced relative to any adequate diagnostic classification. The health economics prediction investigated here should be tested in natural experiment conditions like the one in Copenhagen, Denmark in 1987, using any diagnostic classification relative to which content validity of the measure has been demonstrated.

Confirmation of the prediction would then support the assertion that doctors react to the introduction of fee for service as income maximizers under the constraint of professional standards on when to perform a service, while the strength of that constraint varies with professional certainty about standards.

For health politics, such results would imply that, if the introduction of fees for services is considered, services should be chosen for which constraints on income maximization are strong, and constraints should be strengthened further.

Thus, services should be chosen with a strong scientific foundation of standards on when to perform them, as perceived by the medical community. That constraint could be strengthened further by developing and publishing standards, and by stimulating adherence to them through postgraduate education and peer review.

(1) See Diehr et al. (1990) for a discussion of the statistical significance of external quotients like "tenfold." (2) For an American reader, this and other proportions in the table may stand for a surprisingly low rate of performance. Relevant differences are that patients need a referral by their GP to visit a medical specialist, and that suing a doctor for malpractice is highly unusual, so doctors can afford to practice the art of "masterful inactivity," of waiting and seeing.


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Flierman, H.A., Groenewegen, P.P., and Stokx, L.J.: Assessing the Diagnosis-determinedness of Services among Dutch General Practitioners. Utrecht, The Netherlands. NIVEL, 1991. Krasnik, A., Groenewegen, P.P., Pedersen, P.A., et al.: Changing Remuneration Systems: Effects on Activity in General Practice. British Medical Journal 300(6741):1698-1701, 1990.

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Author:Flierman, Henk A.; Groenewegen, Peter P.
Publication:Health Care Financing Review
Date:Sep 22, 1992
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