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. Author manuscript; available in PMC: 2022 Jan 1.
Published in final edited form as: J Health Econ. 2020 Nov 9;75:102388. doi: 10.1016/j.jhealeco.2020.102388

Table 2:

RDD estimates-Effect of the referral letter on 2013-17 change in systolic and diastolic blood pressure, and probability of being hypertensive, diagnosed with hypertension, and treated for hypertension in 2017

Specification Effects Std. errors P-values OB- OB+ N- N+

A. Change in systolic blood pressure 2013–17

Linear −12.88** 5.947 0.030 23.57 18.43 312 108
Linear with controls −14.28** 5.952 0.016 21.30 18.72 275 107

B. Change in diastolic blood pressure 2013–17

Linear −5.503* 2.849 0.053 22.60 19.32 294 109
Linear with controls −5.790** 2.730 0.034 20.33 21.66 256 115

C. Probability of being hypertensive in 2017

Linear −0.199* 0.114 0.079 20.403 19.734 260 109
Linear with controls −0.225** 0.112 0.044 20.693 19.981 256 108

D. Diagnosed with hypertension in 2017

Linear 0.241** 0.106 0.023 22.22 13.29 294 87
Linear with controls 0.201** 0.101 0.046 19.25 14.50 229 90

E. Treated for hypertension in 2017

Linear 0.045 0.073 0.538 16.15 15.56 192 96
Linear with controls 0.038 0.072 0.598 14.89 15.53 160 95

Notes: The table shows estimates of the effect of receiving a referral card in 2013 on blood pressure related outcomes using a regression discontinuity design. Change in systolic blood pressure is the difference between the average of the three systolic blood pressure measures in 2017 and in 2013. Change in diastolic blood pressure is the difference between the average of the three diastolic blood pressure measures in 2017 and in 2013. We define someone as being hypertensive if the mean systolic or diastolic blood pressure measurements was greater or equal to 140 and 90, respectively. Diagnosis is a dummy equal to 1 if the respondent has been diagnosed by a medical professional in the last two years (2017 survey). Medication is a dummy equal to 1 if the respondent is currently taking medication for blood pressure (2017 survey). All these specifications use triangular weights and first order local polynomials. OB- and OB+ represent the optimal bandwidths below and above the cutoffs, respectively. N- and N+ represent the number of observations included in the optimal bandwidths below and above the cutoffs, respectively. The change in systolic and diastolic blood pressure is mean(x1, x2, x3)2017 -mean(x1, x2, x3)2013 with x = {systolic, diastolic}. We use a Mean Square Error (MSE) optimal bandwidth selector. Specifications with controls includes a sex dummy, age and region dummies.

*

p < 0.1,

**

p < 0.05,

***

p < 0.01.