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The Palestinian Economy. Theoretical and Practical Challenges

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Proceedings “<strong>The</strong> <strong>Palestinian</strong> <strong>Economy</strong>: <strong>The</strong>oretical <strong>and</strong> <strong>Practical</strong> <strong>Challenges</strong>” 359<br />

3.2. Microsimulation Technique<br />

<strong>The</strong> microsimulation-based decomposition technique involves simulating various<br />

distributions of health care utilisation that would emerge under different hypothetical<br />

scenarios. For each simulated distribution, a CI is estimated using convenient covariance<br />

methods (Lerman <strong>and</strong> Yitzhaki 1989), <strong>and</strong> tested using bootstrap methods (Abu-Zaineh,<br />

Mataria et al. 2008). <strong>The</strong> technique takes as its starting point the notion of perfectly equal<br />

distribution of health care utilisation. This is defined as the counterfactual distribution of<br />

health care that would be observed if all individuals (groups) in the population,<br />

irrespective of their SES, had the same medical <strong>and</strong> nonmedaical characteristics, with<br />

similar effects on participation <strong>and</strong> conditional consumption behaviours. Hence, if i, j:<br />

x j , i =<br />

x j & m j,i =<br />

m j – where<br />

d & g, β g = β; g = – then,<br />

x j <strong>and</strong><br />

m j are the sample’s means – <strong>and</strong> if g: b g = b; d g =<br />

i<br />

bˆ<br />

m dˆ<br />

<br />

Fx<br />

ˆ ˆ <br />

0<br />

, yˆ<br />

1 2<br />

m2<br />

i<br />

G x<br />

1<br />

<br />

participation<br />

<br />

conditional use<br />

(8)<br />

This distribution whose CI is necessarily zero constitutes the baseline with which a oneby-one<br />

comparison of each explanatory factor is carried out so as to identify its<br />

contribution to inequality. <strong>The</strong> first distribution can be derived by assuming different<br />

health care needs as,<br />

ˆ ˆ ˆ ˆ<br />

1, i<br />

<br />

2,<br />

i<br />

<br />

1<br />

iy , ˆ Gxbm dF x m<br />

(9)<br />

i 1 2<br />

<strong>and</strong> the transformation C C gives the contribution of heterogeneity in medical-need<br />

ˆ0<br />

to use-inequality. Thus,<br />

y i<br />

1<br />

yˆ<br />

i<br />

I C C C<br />

(10)<br />

( N ) 1 0<br />

1<br />

yˆi yˆi yˆi<br />

<strong>The</strong> heterogeneity in the behaviour of the SES groups – as related to participation part –<br />

can be obtained as,

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