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Valuation Techniques for Social Cost-Benefit Analysis: - HM Treasury

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44<br />

either Dolan et al.‘s (2011b) Step Approach or Welsch‘s (2007, 2008b) methodology outlined in<br />

section 5.2.<br />

2. Where possible align the sample and variables with the policy question.<br />

Whether EV or CV is the appropriate theoretical measure of value will depend on the policy<br />

intervention and property rights. If, <strong>for</strong> example, we are interested in understanding the WTA a<br />

loss in community centre services, where possible the sample should be focused on those<br />

members of the population that have experienced losing a similar service. The sample used<br />

should be similar to the target group of the policy intervention in question.<br />

It should be noted that the effects of non-market good on life satisfaction may be<br />

heterogeneous across the population. There<strong>for</strong>e, when using instrumental variable techniques,<br />

the estimator retrieves the Local Average Treatment Effect (LATE). This is the average causal<br />

effect <strong>for</strong> the group that is affected by the instrument. In the example below (Table 2) income<br />

was instrumented using the earnings of the spouse and so the causal effect of income on life<br />

satisfaction is only applicable to this sample. This should be considered and discussed when<br />

estimating values using the life satisfaction approach 3 .<br />

3. Correctly specify the relationship between the dependent and explanatory variables in the life<br />

satisfaction regression model<br />

Non-parametric and semi-parametric models significantly reduce the chance of functional <strong>for</strong>m<br />

mis-specification, but at the cost of computational complexity and less desirable estimator<br />

properties. Consideration of the regression models adopted in the existing LS applications <strong>for</strong>ms<br />

a good starting point and aids in result comparability. Goodness-of-fit tests should also be<br />

employed in order to find the models with the best fit 4 .<br />

4. Relative income should be controlled <strong>for</strong>.<br />

Relative income can be controlled <strong>for</strong> by including a measure of average income <strong>for</strong> a suitable<br />

reference group.<br />

5. Compensatory market mechanisms should be controlled <strong>for</strong> in the model.<br />

This will provide full, rather than partial, values of non-market goods and ‗bads‘. See the part on<br />

partial values in section 4.2.4.<br />

6. Counter-effects of income should be accounted <strong>for</strong> in the model.<br />

If earned income is being used as the income variable, the number of work hours and time<br />

spent commuting should be held constant. See the part on counter-effects of income in section<br />

4.3.3.<br />

7. Where multiple values may be relevant the analysis should clearly explain what the value<br />

estimate is composed of.<br />

3 For more details on these issues the reader is referred to Angrist and Pischke (2009) and Gangl (2010).<br />

4 See Fox (1997) <strong>for</strong> a review of goodness-of-fit tests.

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