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Waiting times and hospitalizations for ambulatory care sensitive conditions

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Abstract

Long waits for health care are hypothesized to cause negative health outcomes due to delays in diagnosis and treatment. This study uses administrative data to examine the relationship between time spent waiting for outpatient care and the risk of hospitalization for an ambulatory care sensitive condition (ACSC). Data on the number of days until the next available appointment were extracted from Veterans Affairs (VA) medical centers. Two methodological issues arose. First, the simultaneous determination of individual health status and wait times due to medical triage was overcome by developing an exogenous wait time measure. Second, selection bias due to unobserved case mix differences was minimized by separating in time the sample selection period from the period when wait times and outcomes were measured. Exogenous facility-level wait time was the main variable of interest in a fixed effects stacked heteroskedastic probit regression model that predicted the probability of ACSC hospitalization in each month of a six-month period. There was a significant and positive relationship between facility-level wait times and the probability of experiencing an ACSC hospitalization, especially for facility-level wait times of 29 days or more. Further research is needed to replicate these findings in other populations and among those with different clinical histories. As well, policymakers and researchers need an improved understanding of the causes of long wait times and interventions to decrease wait times.

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Notes

  1. Hospitalizations that potentially could have been prevented through appropriate outpatient care have been referred to as “ambulatory care sensitive,” “preventable,” “avoidable,” or “prevention quality indicators” (AHRQ 2001; Culler et al. 1998). We use the term ACSC hospitalization throughout this article.

  2. The wait time measure is based on next available appointments versus follow-up appointments that may be scheduled in advance. This may reduce the impact of waiting time on health outcomes. However, patients cannot request follow-up appointments until the doctor has requested to see them again. Our wait time measure based on next available appointments is an overall measure of congestion at different VA facilities and both newly requested and follow-up appointments at facilities with greater congestion will be delayed. Furthermore, patients who need to reschedule follow-up visits or who have complications between follow-up visits will require next available appointments and rely on the appointment type our wait time measure is based on.

  3. For ease of presentation, “facility” and “parent station” are used interchangeably throughout the article to refer to a VA parent station.

  4. Only 37% of the clinic visits in the entire sample were to a geriatric outpatient clinic. Thus, the sample used a wide range of health care services beyond geriatric outpatient clinics.

  5. In the final sample, 12% of the clinic appointments were imputed with 0.

  6. The standard correction for selection bias involves estimating a first stage selection model and explicitly accounting for the expected value of the disturbance term from that model in the second stage equation of interest. Because we do not have veterans in our sample who chose not to come to a VA medical center for care, we cannot take this approach.

  7. Our previous work examining the relationship between wait times and mortality included the same explanatory variables to risk-adjust for prior individual health status presented in this article. However, the mortality models also included whether or not a patient had a 50% or more service-connected disability (e.g. a condition or disability that the VA has determined was incurred or aggravated by military service). In models predicting ACSC hospitalization, service-connected disability had no significant effect. It was excluded in the final models because of the loss of observations due to missing values on service-connected disability.

  8. Following previous work (e.g. Selim et al. 2002), the Deyo et al. (1992) translation of the original Charlson index that identifies conditions by ICD-9-CM codes was used. Conditions were weighted using the original Charlson weighting system (Charlson et al. 1987).

References

  • Baar, B.: New patient montitor: data definitions. Veteran Health Administration Support Services Center (2005a)

  • Baar, B.: Next available detail data: Data definitions. Veterans Health Administration Support Services Center (2005b)

  • Berlowitz, D.R., Brandeis, G.H., Anderson, J., Du, W., Brand, H.: Effect of pressure ulcers on the survival of long-term care residents. J. Gerontol. A Biol. Sci. Med. Sci. 52(2), M106–M10 (1997)

    PubMed  CAS  Google Scholar 

  • Charlson, M.E., Pompei, P., Ales, K.L., MacKenzie, C.R.: A new method of classifying prognostic comorbidity in longitudinal studies: development and validation. J. Chronic Dis. 40(5), 373–383 (1987)

    Article  PubMed  CAS  Google Scholar 

  • Culler, S.D., Parchman, M.L., Przybylski, M.: Factors related to potentially preventable hospitalizations among elderly. Med. Care 36(6), 804–817 (1998)

    Article  PubMed  CAS  Google Scholar 

  • Deyo, R.A., Cherkin, D.C., Ciol, M.A.: Adapting a clinical comorbidity index for use with ICD-9-CM administrative databases. J.Clin. Epidemiol. 45(6), 613–619 (1992)

    Article  PubMed  CAS  Google Scholar 

  • Gordon, P., Chin, M.: Achieving a New Standard in Primary Care for Low-income Populations: Case Studies of Redesign and Change Through a Learning Collaborative. pp. 17. The Commonwealth Fund, New York (2004)

    Google Scholar 

  • Greene, W.H.: Econometric Analysis, 2nd edn. Prentice Hall, Upper Saddle River (1993)

    Google Scholar 

  • Institute of Medicine (IOM): The Committee on the Quality of Health Care in America, Crossing the Quality Chasm: A New Health System for the 21st Century. Institute of Medicine, Washington D.C. (2004)

    Google Scholar 

  • Kenagy, J.W., Berwick, D.M., Shore, M.F.: Service quality in health Care. J. Am. Med. Assoc. 281(7), 661–65 (1999)

    Article  CAS  Google Scholar 

  • Mukamel, D.B., Spector, W.D.: Nursing home costs and risk-adjusted outcome measures of quality. Med. Care 38(1), 78–89 (2000)

    Article  PubMed  CAS  Google Scholar 

  • Murray, M., Berwick, D.M.: Advanced access: reducing waiting and delays in primary care. J. Am. Med. Assoc. 289, 1035–40 (2003)

    Article  Google Scholar 

  • Murray, M., Bodenheimer, T., Rittenhouse, D., Grumbach, K.: Improving timely access to primary care: case studies of the advanced access model. J. Am. Med. Assoc. 289(8), 1042–46 (2003)

    Article  Google Scholar 

  • Porell, F., Caro, F.G., Silva, A., Monane, M.: A longitudinal analysis of nursing home outcomes. Health Serv. Res. 33(4), 835–65 (1998)

    PubMed  CAS  Google Scholar 

  • Prentice, J.C., Pizer, S.D.: Delayed access to health care and mortality. Health Serv. Res. 42(2), 644–662 (2007)

    Article  PubMed  Google Scholar 

  • AHRQ: Quality indicators-guide to prevention quality indictors: hospital admission for ambulatory care sensitive conditions. Agency for Healthcare Research and Quality Rockville; AHRQ Pub No. 02-R0203 (2001)

  • Rosen, A., Wu, J., Chang, B.H., Berlowitz, D., Ash, A., Moskowitz, M.: Does diagnostic information contribute to predicting functional decline in long-term care? Med. Care 38(6), 647–59 (2000)

    Article  PubMed  CAS  Google Scholar 

  • Selim, A.J., Berlowitz, D.R., Fincke, G., Rosen, A.K., Ren, X.S., Christiansen, C.L., Cong, Z., Lee, A., Kazis, L.: Risk-adjusted mortality rates as a potential outcome indicator for outpatient quality assessments. Medical Care 40(3), 237–45 (2002)

    Article  PubMed  Google Scholar 

  • StataCorp. STATA (release 9.0) Statistical Software. StataCorp, College Station, TX (2005)

  • United States Government Accounting Office (U.S. GAO): More national action needed to reduce waiting times, but some clinics have made progress. United States General Accounting Office. GAO-01–953, (2001)

  • VanDeusen Lukas, C., Meterko, M., Mohr, D., Seibert, M.N.: The Implementation and Effectiveness of Advanced Clinic Access. Health Services Research and Development Management Decision and Research Center. Office of Research and Development, Department of Veteran Affairs, Boston (2004)

    Google Scholar 

  • Veterans Health Administration (VHA): Decision support office, “summary of active stop codes; Reference I.,” Washington D.C., 2004. [accessed on January 15, 2005]. Available at http://vaww.dss.med.va.gov/programdocs/pd_oident.asp

  • Wilcox, S., Seddon, M., Dunn S., Edwards, R.T., Pearse, J., Tu, J.V.: Measuring and reducing waiting times: a cross-national comparison of strategies. Health Affairs 26(4), 1078–1087 (2007)

    Article  Google Scholar 

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Acknowledgements

Salary support for Dr. Prentice was provided by a Health Services Research Fellowship from the Center for Health Quality, Outcomes and Economic Research in the Department of Veteran Affairs. Additional support was provided under Grant Nos. IIR-04-233-1 & IAD-06-112-3 from the Department of Veterans Affairs, Health Services Research & Development Service. The views expressed in this article are those of the authors and do not necessarily represent the position or policy of the Department of Veterans Affairs.

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Correspondence to Julia C. Prentice.

Appendices

Appendix A

Example of exogenous wait time calculation*

Appointment type

October–March (Sample selection period)

July wait times

August wait times

Station 1

Station 2

 

Station 1

Station 2

Station 1

Station 2

# of appointments

# of appointments

National proportion of appointments

Wait in days

Wait in days

Wait in days

Wait in days

Primary care

18

13

0.37

20.8

36.5

15.2

34.2

Psychology

8

13

0.25

33.2

Missing

20.9

10.0

Optometry

12

10

0.26

25.5

27.4

23.8

28.4

Women’s clinic

10

0.12

21.2

22.5

   

Wait time calculation

(0.37 × 20.8) + (0.25 × 33.2) + (0.26 × 25.5) + (0.12 × 21.2) = 25.17

(0.41 × 36.5) + (0.29 × 00.0) + (0.30 × 27.4) = 23.19

(0.37 × 15.2) + (0.25 × 33.2) + (0.26 × 25.5) + (0.12 × 21.2) = 20.02

(0.41 × 34.2) + (0.29 × 10.0) + (0.30 × 28.4) = 25.44

  1. * Suppose there were only four appointment types: (1) primary care visits, (2) psychology (3) optometry and (4) women’s clinic and two parent stations. The total number of appointments during the sample selection period was 84. Overall, 37% of the appointments were in primary care, 25% were in psychology, 26% were in optometry and 12% were in Women’s clinic, even though these proportions actually differ by individual station (e.g. the proportions are 38% for primary care, 17% for psychology, 26% for optometry and 22% for the Women’s Clinic for station 1)
  2. The wait time for station 1 in July is: (0.37 × 20.8) + (0.25 × 33.2) + (0.26 × 25.5) + (0.12 × 21.2) = 25.17 days. Since this parent station uses all clinic appointment types and has no missing wait times, the wait time is constructed by multiplying the wait in days for each appointment type by the national proportion of appointments associated with each clinic type. Similarly, August wait times are calculated by multiplying the August wait times for each appointment type by the national proportion of each appointment type
  3. The wait time for station 2 in July is: (0.41 × 36.5) + (0.29 × 0.00) + (0.30 × 27.4) = 23.19 days. For psychology appointments, the wait time was imputed with 0 because the wait time for this appointment type was missing in the July data. This indicates no next available appointments were scheduled for psychology in July. Since there is a wait time for psychology in August, it was assumed that there was no waiting for psychology appointments in July and patients could get in right away
  4. However, there are no appointments or wait times for women’s clinic in either July or August for the Women’s Clinic for Station 2. Therefore, station 2 is assumed not to use Women’s clinic and the 12% of appointments that are attributed nationally to the Women’s Clinic is redistributed evenly among the other 3 appointment types so the proportions add up to 1. The proportions for Station 2 for primary care are 0.41 (versus 0.37 nationally), for psychology 0.29 (versus 0.25 nationally) and for optometry 0.30 (versus 0.26 nationally)

Appendix B

Coefficients and P-values of a Fixed Effects Heteroskedastic Stacked Probit Model Predicting Hospitalizations Due to Trauma, 2001 (n = 187, 526 person months; 31,830 people)§

Independent variables

Coefficient

P value

Coefficient

P value

Facility wait time in days–linear

0.0023

0.499

  

Facility wait time in days (Ref = <22.5 days)

    

22.50–25.99 days

  

−0.0249

0.732

26.00–28.99 days

  

−0.0248

0.749

29.00–31.49 days

  

−0.0823

0.425

31.50–34.49 days

  

−0.0043

0.954

34.50–37.49 days

  

−0.0381

0.655

37.50–40.99 days

  

0.1143

0.196

41.00–44.99 days

  

−0.0634

0.534

45.00–48.99 days

  

0.0316

0.751

> = 49 days

  

0.1419

0.378

Female (Ref = male)

0.0660

0.371

0.0662

0.366

Age

0.0150

<0.001

0.0150

<0.001

Charlson index

0.0052

0.591

0.0051

0.596

Cancer (Ref = no)*

−0.1061

0.112

−0.1061

0.106

Endocrine disease (Ref = no)

0.0223

0.680

0.0212

0.693

Heart disease (Ref = no)

−0.0340

0.589

−0.0332

0.592

Neurological disease (Ref = no)

0.1079

0.047

0.1077

0.046

Psychiatric disease (Ref = no)

0.0899

0.085

0.0907

0.082

Pulmonary disease (Ref = no)

−0.0202

0.718

−0.0197

0.724

Sensory disease (Ref = no)

−0.0437

0.426

−0.0434

0.429

Other disease (Ref = no)

0.0735

0.232

0.0731

0.233

Number of disease categories

0.0328

0.453

0.0325

0.455

Count of observations per person@

0.0107

0.250

0.0104

0.228

Number of observations per clinic divided by 10000

−0.3254

0.126

−0.3301

0.123

 

Likelihood ratio test of heteroskedacity

Likelihood ratio test of heteroskedacity

 

χ= 2.34, degrees of freedom = 1; = 0.126

χ= 2.38, degrees of freedom = 1; = 0.123

  1. §This model also includes dummy variables for each facility. Due to nonzero outcomes in some facilities, 10,062 hospitalizations and 1708 individuals were excluded when adding facility-level fixed effects
  2. ^Standard errors were adjusted for clustering by individuals
  3. * Patients diagnosed with each of the diseases within a year before his or her first geriatric clinic in FY2001 were categorized as yes. Muscular disease was dropped due to collinearity with the other disease categories
  4. @This variable counted up the number of observations for each person. For example, the variable was 1 for the July observation, 2 for the August observation, etc

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Prentice, J.C., Pizer, S.D. Waiting times and hospitalizations for ambulatory care sensitive conditions. Health Serv Outcomes Res Method 8, 1–18 (2008). https://doi.org/10.1007/s10742-007-0024-5

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