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Ambient Air Pollution and Hospital Admissions

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(1)
(2)

Motivation

WHO estimated that ambient air pollution occasions annual health cost of US$

1.27 trillion in Europe (WHO Regional Office for Europe and OECD, 2015)

Precise dose-response estimates needed that relate observable health outcomes to

measures of local pollution exposure

Challenges to identify the dose-response relationship

People living in areas with poor air quality may have a worse health status for

reasons that are unrelated to air pollution exposure

People may decide to live in areas with good air quality because they derive utility

from unobserved location characteristics confounded with air quality

(3)

Overcoming the identification challenge

Economic literature has suggested to use fixed effects approach to address the

unobserved heterogeneity issue

Link between recession, air pollution and infant mortality (Chay and Greenstone,

2003)

Ambient air pollution, infant birth outcomes and infant mortality (Currie et al.,

2009)

Traffic emission and infant mortality (Knittel et al., 2015)

Insufficient knowledge on the relationship between ambient air pollution and

morbidity

Hospital admission and air pollution (Lagravinese et al., 2014)

(4)

Endogenous treatment variable?

Standard approach assumes that air pollutant concentration is homogenous within

a given region −→ potential of measurement bias in the treatment variable

Alternative approach relies on spatial interpolation (less strict with respect to the

homogeneity assumption)

Downside of the weighting approach is that it does not account for emission sources

and atmospheric conditions

Economic literature has resorted to instrumental variable estimation techniques to

address the endogeneity problem

IV approach only applicable when appropriate instruments are available

Alternative solution

Solve the measurement issue at the source and construct local measures of air

pollution with a dispersion model that replicates the atmospheric conditions while

accounting for emission sources

(5)

Why the interpolation method matters?

(a) Station data interpolated

(b) Dispersion model interpolated

Average NO2 pollution exposure for 2001/2012

(6)

Empirical strategy

Outcome variable is hospital visits (non-negative and discrete nature) −→

pseudo-maximum likelihood Poisson model (Gourieroux et al., 1984; Colin Cameron

and Trivedi, 2013)

adm

it

= exp (α

i

+ p

it

β + X

it

γ

x

+ δ

ct

) ρ

it

(1)

Location fixed effects denoted by α

i

and canton-time fixed effects by δ

ct

Treatment variable is p

it

measuring average pollution exposure for PM10, NO2,

SO2 and O3

X

it

is a matrix of covariates (count of hospital admissions for physiological

diseases, income, equality, population, foreigner share, unemployment rate)

Accounting for clustering at the region level with robust variance estimator (Colin

(7)
(8)

Investigated causes of hospital admissions

Cause of hospital admissions ICD-10 code Description

All cardiovascular diseases I00-I99 All diseases that are related to the cardiovascular system.

Coronary artery disease I20-I25 Stable angina, unstable angina, myocardial infarc-tion, and sudden coronary death.

Cerebrovascular disease I60-I69 Vascular disease of the cerebral circulation. All respiratory diseases J00-J99 All conditions of the upper respiratory tract,

tra-chea, bronchi, bronchioles, alveoli, pleura and pleural cavity, and the nerves and muscles of breathing.

Pneumonia J12-J18, P23 Inflammatory condition of the lung.

COPD J40-J44 Obstructive lung disease characterized by chroni-cally poor airflow.

Asthma J45-J46 Chronic inflammatory disease characterized by variable and recurring symptoms, reversible airflow obstruction and bronchospasm.

Diabetes E10-E14 Metabolic disease in which there are high blood sugar levels over a prolonged period.

(9)

From dispersion output to local pollution exposure

Dispersion

model output

Spatial selection

of settlement area

Spatial assignment at

MedStat region level

(10)

Spatial variation in pollution exposure

(11)

From station data to local pollution exposure

Air pollution data for >130 monitoring

stations from the Swiss National Air

Pollution Monitoring Network (NABEL)

Interpolate pollution exposure at the

MedStat region level with ‘naive’

inverse-distance weighting approach

b

p

it

=

n

X

j=1

1

d

ij

p

jt

/

n

X

j=1

1

d

ij

Calculate annual pollution exposure for

(12)

Spatial variation in pollution exposure

(13)

Ambient air pollution and hospital admissions (dispersion model approach)

PM10 NO2 SO2 O3 All cardiovascular diseases 1.331 2.736∗∗∗ 4.910∗∗∗ 0.132

(0.823) (1.002) (1.403) (0.127) Coronary artery disease 1.292 4.385∗∗∗ 4.133∗∗∗ 0.207

(1.168) (1.344) (1.555) (0.195) Cerebrovascular disease −0.219 2.5645.844∗∗∗ −0.079

(1.402) (1.476) (1.978) (0.258) All respiratory diseases −0.577 0.346 3.408∗∗ −0.064

(0.966) (1.039) (1.388) (0.150) Pneumonia −1.233 −0.348 1.586 −0.130 (1.481) (1.562) (1.710) (0.240) COPD −3.134 −0.887 4.033−0.264 (2.266) (2.046) (2.388) (0.379) Asthma 4.715 −1.326 5.309 0.188 (3.604) (3.100) (3.275) (0.541) Diabetes −2.549 0.527 3.286 −0.496 (2.101) (1.867) (2.210) (0.397) Diseases of middle ear and mastoid −3.611 0.319 1.076 0.366

(14)

Ambient air pollution and hospital admissions (station data approach)

PM10 NO2 SO2 O3 All cardiovascular diseases 0.123 0.054 −0.466 0.073 (0.292) (0.153) (0.288) (0.067) Coronary artery disease 0.149 −0.205 −1.567∗∗∗ 0.106

(0.380) (0.217) (0.375) (0.090) Cerebrovascular disease 0.047 0.100 −0.933−0.086

(0.473) (0.275) (0.477) (0.107) All respiratory diseases −0.071 0.264−0.600−0.124

(0.307) (0.159) (0.332) (0.076) Pneumonia 0.237 0.122 −1.579∗∗∗ −0.078 (0.446) (0.229) (0.490) (0.121) COPD −0.036 0.627−0.480 −0.165 (0.616) (0.363) (0.718) (0.172) Asthma 0.777 −1.033 −1.174 0.175 (1.029) (0.640) (1.327) (0.251) Diabetes −0.688 −0.042 1.255 −0.155 (0.585) (0.342) (0.769) (0.228) Diseases of middle ear and mastoid −2.529∗∗ −1.260∗∗ −2.0560.254

(15)

Testing for non-linearity in the treatment effect

Epidemiological literature suggests that the relationship between air pollution and

hospital admission is non-linear in the level of pollution exposure (e.g., Pope et al.,

2009)

Question: Does high pollution exposure matters more for predicting negative health

outcomes than moderate pollution exposure?

Schlenker & Walker (2015) provide evidence that the dose-response function is not

convex (decreasing marginal effect of pollution exposure)

Test for non-linearity in the treatment effect with quantile specification of the

(16)

Non-linearity in the NO2 treatment effect

Q1 Q2 Q3 Q4

All cardiovascular diseases 2.463∗∗ 2.512∗∗ 2.590∗∗ 2.622∗∗

(1.084) (1.053) (1.031) (1.020) Coronary artery disease 4.145∗∗∗ 4.229∗∗∗ 4.442∗∗∗ 4.321∗∗∗

(1.430) (1.397) (1.370) (1.358) Cerebrovascular disease 2.233 2.237 2.126 2.369

(1.604) (1.530) (1.500) (1.484) All respiratory diseases 0.279 0.311 0.355 0.327

(1.132) (1.087) (1.064) (1.054) Pneumonia −0.973 −0.601 −0.533 −0.556 (1.691) (1.640) (1.607) (1.586) COPD −0.959 −1.462 −1.235 −1.033 (2.342) (2.190) (2.146) (2.099) Asthma −0.923 −1.694 −1.841 −1.354 (3.407) (3.295) (3.227) (3.158) Diabetes 0.611 0.359 0.248 0.478 (2.135) (2.062) (2.013) (1.931) Disesaes of middle ear and mastoid 1.206 0.533 0.821 0.624

(17)

Non-linearity in the SO2 treatment effect

Q1 Q2 Q3 Q4

All cardiovascular diseases 4.1782.780 4.226∗∗∗ 4.422∗∗∗

(2.447) (1.770) (1.557) (1.385) Coronary artery disease 4.092 2.560 4.167∗∗ 3.906∗∗

(2.993) (2.145) (1.806) (1.579) Cerebrovascular disease −0.128 −0.435 3.405 4.095∗∗

(3.845) (2.771) (2.293) (1.932) All respiratory diseases 3.668 1.332 3.217∗∗ 3.073∗∗

(2.290) (1.771) (1.568) (1.363) Pneumonia −3.062 −3.563 0.221 0.280 (3.113) (2.350) (1.986) (1.679) COPD 9.809∗∗ 2.214 3.788 4.061(4.233) (3.452) (2.866) (2.459) Asthma 14.404∗∗ 12.345∗∗∗ 10.411∗∗∗ 7.805∗∗ (6.944) (4.518) (3.944) (3.417) Diabetes 2.917 0.370 2.163 2.624 (4.964) (3.126) (2.526) (2.261) Disesaes of middle ear and mastoid −9.991 −2.174 −0.924 −0.346

(18)

Heterogenous response to air pollution exposure

Strong claim in the epidemiological literature that ambient air pollution has a

different effect on on emergency admissions than on elective admissions (e.g.,

Perez et al., 2015)

Patients often not admitted overnight when they suffer from respiratory distress

(Schlenker & Walker, 2015)

Question 1: Does the treatment effect vary by admission type?

Heterogenous response to air pollution between age groups reported in the

literature

Question 2: Do elderly people react differently to pollution exposure than the

(19)

Variation in the treatment effect by admission type

Emergency admissions Elective admissions NO2 SO2 NO2 SO2 All cardiovascular diseases 1.553 5.311∗∗∗ 2.740∗∗ 3.908∗∗∗

(1.313) (1.671) (1.128) (1.468) Coronary artery disease 2.337 3.1615.329∗∗∗ 4.222∗∗

(1.722) (1.730) (1.574) (1.836) Cerebrovascular disease 1.174 6.688∗∗∗ 1.882 2.937

(1.650) (2.092) (2.281) (2.819) All respiratory diseases −0.677 5.290∗∗∗ −0.532 −0.390

(1.451) (1.932) (1.293) (1.300) Pneumonia −0.898 2.555 −8.114∗∗ −12.297∗∗∗ (1.750) (2.007) (3.852) (3.929) COPD −3.608 3.808 2.132 2.989 (2.198) (2.375) (3.390) (4.193) Asthma −1.130 4.511 −6.784 6.450 (3.303) (3.568) (6.249) (7.072) Diabetes 0.468 3.826 −1.376 0.164 (2.258) (2.674) (2.873) (2.778)

(20)

Age differences in the response to air pollution

Working age population Elderly population NO2 SO2 NO2 SO2 All cardiovascular diseases 3.093∗∗∗ 3.843∗∗∗ 2.836∗∗ 6.006∗∗∗

(1.076) (1.327) (1.191) (1.665) Coronary artery disease 5.217∗∗∗ 3.2183.983∗∗ 4.905∗∗∗

(1.661) (1.760) (1.610) (1.821) Cerebrovascular disease −0.176 2.676 3.516∗∗ 6.902∗∗∗

(2.263) (2.269) (1.687) (2.296) All respiratory diseases 1.573 3.664∗∗∗ −1.476 1.881

(1.155) (1.284) (1.498) (1.798) Pneumonia 0.600 3.882−1.018 −0.106 (2.091) (2.015) (1.865) (1.810) COPD 3.878 5.293 −2.680 3.563 (3.543) (3.473) (2.270) (2.529) Asthma −0.548 4.836 −9.5690.775 (4.354) (4.320) (5.479) (4.853) Diabetes 0.326 2.335 0.050 3.830 (2.557) (2.470) (2.641) (3.267) Diseases of middle ear and mastoid 0.196 5.80033.423∗∗∗ 15.543(4.161) (3.457) (9.919) (9.294)

(21)

Addressing endogeneity issues with the air pollution measure

Account for measurement error in the exposure measure applying control-function

approach to the conditional Poisson model (Terza et al., 2008; Colin Cameron and

Trivedi, 2013)

Step 1: Include spatial and temporal lags of air pollution measure in first stage

regression

p

it

= α

i

+ δ

ct

+ p

i,t−1

β

1

+ ¯

p

it

β

2

+ X

it

γ

x

+ u

it

Step 2: Include first-stage residuals in the second stage regression of pollution

exposure on health outcomes

(22)

Estimation results for the control function approach

PM10 NO2 SO2 O3 All cardiovascular diseases 1.9244.249∗∗∗ 5.443∗∗∗ 0.117

(1.108) (1.396) (1.696) (0.144) Coronary artery disease 1.488 5.820∗∗∗ 3.3760.208

(1.534) (1.844) (1.930) (0.218) Cerebrovascular disease 0.401 3.296 5.495∗∗ −0.201

(1.843) (2.114) (2.170) (0.275) All respiratory diseases −1.165 0.678 3.694∗∗ −0.167

(1.211) (1.430) (1.735) (0.165) Pneumonia −1.968 −0.719 1.220 −0.278 (1.816) (2.076) (2.225) (0.257) COPD −3.498 −0.937 3.476 −0.237 (2.812) (2.776) (3.030) (0.426) Asthma 3.964 −4.510 3.758 0.365 (4.298) (4.192) (4.031) (0.592) Diabetes −1.963 1.034 2.676 −0.048 (3.050) (2.792) (2.691) (0.415) Disesaes of middle ear and mastoid 1.780 0.748 0.331 0.747

(23)

Alternative specification with spatiotemporal instrumental variables

PM10 NO2 SO2 O3 All cardiovascular diseases −0.859 8.208∗∗ 6.065∗∗∗ −0.010

(3.096) (3.908) (2.164) (0.826) Coronary artery disease −2.841 11.896∗∗ 3.167 −0.387

(4.171) (5.092) (2.575) (1.251) Cerebrovascular disease 1.006 2.651 5.817∗∗ −0.282

(4.643) (5.841) (2.815) (1.658) All respiratory diseases −2.504 −0.767 4.347∗∗ −2.216∗∗

(3.160) (4.179) (2.171) (1.014) Pneumonia −0.604 −8.065 1.935 −4.798∗∗∗ (5.411) (5.394) (2.911) (1.624) COPD −1.763 −0.258 2.727 −1.419 (7.529) (8.066) (4.148) (2.665) Asthma 14.271 −10.243 7.862 −5.577 (11.080) (11.423) (5.323) (4.144) Diabetes 0.166 8.892 2.633 −2.458 (8.625) (8.092) (3.562) (2.770) Disesaes of middle ear and mastoid −9.875 −2.254 0.588 −4.632

(24)

Conclusions

Reduced form approach used to identify the relationship between ambient air

pollution and morbidity by exploiting variation in historical air pollution data from

Switzerland

Unobserved heterogeneity and measurement bias simultaneously addressed using a

fixed effects approach, and constructing geographically explicit air pollution

measures with a dispersion model

Findings indicate a strong association between ambient air pollution and hospital

admissions

Results are robust to different distributional assumptions and non-linearity in the

treatment effect

Elderly people react differently to ambient air pollution than the working-age

population −→ Benefits of environmental policies targeting ambient air pollution

are mainly collected by the elderly population

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