| DISTRIBUTIONAL
IMPACTS |
ANNEX |
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INTRODUCTION |
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1 |
‘Distributional
impacts’ is a term used to describe the distribution of the
costs or benefits of interventions across different groups in society.
Proposals might have differential impacts on individuals, amongst
other aspects, according to their:
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Income; |
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Gender; |
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Ethnic
group; |
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Age; |
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Geographical
location; or |
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Disability. |
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2
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It is important that these distributional issues are assessed in
appraisals.
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DISTRIBUTIONAL
ANALYSIS
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3 |
Any
distributional effects identified should be explicitly stated and
quantified as far as possible. At a minimum, this requires appraisers
to identify how the costs and benefits accrue to different groups
in society. If, for example, the costs of a government action fall
largely upon one ethnic group this impact should be detailed in
the appraisal.
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4 |
It
follows from this that a rigorous analysis of how the costs and
benefits of a proposal are spread across different socio-economic
groups is recommended. Where it is considered necessary and practical,
this might involve explicitly recognising distributional effects
within a project's NPV.
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ANALYSIS
OF IMPACTS ACCORDING TO RELATIVE PROSPERITY
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The
impact of a proposal on an individual’s well-being will vary
according to income; as income grows, the satisfaction derived from
an additional unit of consumption declines.
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The
relative prosperity of a household affected by a proposal is determined
not only by its income, but also by its size and composition.
For example, a single person on £100 a week is better off
than a couple on £100 a week. Table 5.1 adjusts for varying
costs of living for some specimen family types through a process
called equivalisation. These calculations
use the McClements scale1
that takes account of the number of adults and the number and
ages of children in the household.
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TABLE 5.1: INCOME RANGES BY QUINTILE OF EQUIVALISED
NET INCOME
|
| £
per week |
Single
with no children |
Couple
with no children |
Single
with child aged 5-7 |
Couple
with child aged 5-7 |
Single
with two children aged 5 & 11 |
Couple
with two children aged 5 & 11 |
Single
with Pensioner |
Pensioner
Couple |
Quintile
of equivalised
net income |
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| 1 |
0
to 114 |
0
to 184 |
0
to 154 |
0
to 224 |
0
to 199 |
0
to 269 |
0
to 114 |
0
to 184 |
| 2 |
115
to 154 |
185
to 254 |
155
to 209 |
225
to 309 |
200
to 274 |
270
to 369 |
115
to 154 |
185
to 254 |
| 3 |
155
to 204 |
255
to 339 |
210
to 274 |
310
to 409 |
275
to 359 |
370
to 494 |
155
to 204 |
255
to 339 |
| 4 |
205
to 284 |
340
to 469 |
275
to 384 |
410
to 564 |
360
to 499 |
495
to 684 |
205
to 284 |
340
to 469 |
| 5 |
285
plus |
470
plus |
385
plus |
565
plus |
500
plus |
685
plus |
285
plus |
470
plus |
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Table
5.2 provides the same rankings for specimen family types in terms
of equivalised gross income.
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| TABLE
5.2: INCOME RANGES BY QUINTILE OF EQUIVALISED GROSS INCOME |
| £
per week |
Single
with no children |
Couple
with no children |
Single
with child aged 5-7 |
Couple
with child aged 5-7 |
Single
with two children aged 5 & 11 |
Couple
with two children aged 5 & 11 |
Single
with Pensioner |
Pensioner
Couple |
Quintile
of equivalised
net income |
|
|
|
|
|
|
|
| 1 |
0
to 129 |
0
to 214 |
0
to 174 |
0
to 259 |
0
to 224 |
0
to 309 |
0
to 129 |
0
to 214 |
| 2 |
130
to 89 |
215
to 314 |
175
to 254 |
260
379 |
225
to 334 |
310
to 459 |
130
to 189 |
215
to 314 |
| 3 |
190
to 269 |
315
to 444 |
255
to 364 |
380
to 534 |
335
to 474 |
460
to 644 |
190
to 269 |
315
to 444 |
| 4 |
270
to 394 |
445
to 644 |
265
to 529 |
535
to 779 |
475
to 689 |
645
to 939 |
270
to 394 |
445
to 644 |
| 5 |
395
plus |
645
plus |
530
plus |
780
plus |
690
plus |
940
plus |
395
plus |
645
plus |
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7
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Appraisers should assess how the costs and benefits of each option
are spread across different income groups, such as the income quintiles
provided in Table 5.1 or Table 5.2.2
A proposal providing greater net benefits to lower income quintiles
is rated more favourably than one whose benefits largely accrue
to higher quintiles.
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Further
analysis can then be undertaken, using distributional weights,
to recognise the identified impacts within the cost-benefit analysis.
A benefit or cost accruing to a relatively low income family would
be weighted more heavily than one accruing to a high income family.
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In
principle, each monetary cost and benefit should
be weighted according to the relative prosperity of those receiving
the benefit or bearing the cost.3
However, in practice, this information is most unlikely to be available
at acceptable cost for many applications. The decision on whether
an explicit adjustment is warranted should be informed by the: |
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Scale
of the impact associated with a particular project or proposal; |
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Likely
robustness of any calculation of distributional impacts; and, |
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The
type of project being assessed. |
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If
appraisers decide not to use distributional weights to make an explicit
adjustment, this decision must be fully justified.
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Deriving distributional weights
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One
approach to deriving the weights used is the concept of an underlying
social welfare function that links personal utility (or satisfaction)
to income.
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Broadly,
the empirical evidence suggests that as income is doubled, the marginal
value of consumption to individuals is halved: the utility of a
marginal pound is inversely proportional to the income of the recipient.
In other words, an extra £1 of consumption received by someone
earning £10,000 a year will be worth twice as much as when
it is paid to a person earning £20,000 per annum.
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BOX
5.1: THE MARGINAL UTILITY OF CONSUMPTION |
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Welfare
Weights, by Cowell and Gardiner (1999) concluded that
“most [studies] imply values of the elasticity of marginal
utility of just below or just above one”.4
Pearce and Ulph (1995), in their survey of the evidence, estimate
a range from 0.7 to 1.5, with a value of 1 being defensible.5 |
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Assuming
a value of 1 implies a utility function of the form |
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U
= log C |
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where
C is consumption. |
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The
marginal utility of consumption is then given by
i.e. 1/C. |
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This
implies that if consumption doubles, the marginal utility
of consumption falls to one half of the previous value. |
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Box 5.2 provides an example of how distributional weights might
be calculated from the equivalised income quintiles in Table 5.1
or Table 5.2. The weights provided are merely illustrative. Despite
this uncertainty it is important that appraisers, where deemed appropriate,
attempt to adjust explicitly for distributional implications. The
assumptions underpinning the chosen distributional weights should
be fully explained.
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BOX
5.2: DERIVING ILLUSTRATIVE DISTRIBUTIONAL WEIGHTS |
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The
marginal utility of each quintile in Tables 5.1 and 5.2 can
be calculated by dividing 1 by the median income of each quintile
(U’ = 1/C). Distributional weights can then be derived
by expressing the marginal utility of each quintile as a percentage
of average marginal utility (1 divided by the median income).
The table below provides the illustrative weights as ranges,
reflecting uncertainty in the utility function and the assumed
income quintiles.
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| Quintile |
Range
(Net) |
Range
(Gross) |
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| Bottom |
1.9
– 2.0 |
2.2
– 2.3 |
| 2nd |
1.3
– 1.4 |
1.4
– 1.5 |
| 3rd |
0.9
– 1.0 |
1.0
– 1.1 |
| 4th |
0.7
– 0.8 |
0.7
– 0.8 |
| Top |
0.4
– 0.5 |
0.4
– 0.5 |
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It
will often be the case that neither net nor gross incomes of those
affected by a proposal are known directly, so as to allow the distributional
adjustment to be calculated. However, if the family or other circumstances
of a group affected are known, an adjustment may be calculable indirectly
using whatever is known about the relative incomes of those in the
relevant category.
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For
example, it may be that a particular proposal will disproportionately
provide additional employment for people on probation in a particular
area. If it is known that probationers in that area are predominantly
in the lowest income quintile, it will be reasonable to use the
adjustment factor calculated for that quintile.
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The
regional impact of policy may assist the
analysis: the income impact of a proposal may be estimated indirectly
by determining its geographical impact and taking note of small-area
indices of deprivation.6
However, care must be taken to assess whether the beneficiaries
of a proposal are representative of the geographical area from
which they come.
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ANALYSIS OF OTHER DISTRIBUTIONAL IMPACTS
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UK
discrimination law currently covers
gender, marriage, disability and race. In addition, the government
is bound by European law, which currently covers discrimination
on the grounds of gender, marital status, pregnancy and maternity
only, but is likely to be extended in due course.
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The
scope of racial discrimination law
in the UK has recently been significantly extended with the Race
Relations (Amendment) Act 2000. It now requires certain listed public
authorities to comply with a new general duty to promote racial
equality.7
This aims to ensure that the listed bodies give due regard to racial
equality when carrying out their functions, including policy-making.
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The
UK is also a signatory to various international treaties and conventions
with anti discrimination provisions. These do not provide the right
of individual complaint against the UK, but should inform the development
of policy. Box 5.3 details the relevant legislation and the more
important conventions.
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BOX
5.3: RELEVANT ANTI DISCRIMINATION LEGISLATION,TREATIES AND CONVENTIONS |
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ANTI DISCRIMINATION LEGISLATION
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The
Sex Discrimination Act 1975 (as amended) |
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The
Employment Act 1989 & The Employment Rights Act 1996 |
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The
Equal Pay Act 1970 (as amended) |
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The
Race Relations Act 1976 (as amended) |
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The
Disability Discrimination Act (1995) |
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Pregnant
Workers Directive |
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Article
119 of the Treaty of Rome, and Equal Treatment and Equal Pay
Directives made under the Treaty. EC Law on free movement
of workers, services and capital, and freedom of establishment. |
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CONVENTIONS |
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The
UN Convention on the Elimination of All Forms of Discrimination
against Women |
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The
UN Convention on the Elimination of All Forms of Racial Discrimination |
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The
UN International Covenant on Civil & Political Rights |
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The
UN International Covenant on Economic, Social and Cultural
Rights |
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The
UN Standard Rules on Equalisation of Opportunities for People
with Disabilities |
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The
Council of Europe European Convention on Human Rights
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Analysis of distributional issues should not be limited to assessing
compliance with discrimination law, and international treaties and
conventions. Unless appraisers consider the impact a particular
proposal has on different groups in society, they cannot be sure
the action is having the intended affect.
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There
are three steps when considering equality during appraisal:8 |
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1. |
Analyse
how the proposal will affect different groups of people (e.g.
gender, ethnic group, age, disabled, location). |
2. |
Consider
whether there are any adverse differential impacts on a particular
group. If so, are these impacts unfair or unlawful, or do
they contradict overall Government policy. |
3. |
If
the action is not permissible in the above senses, remedial
action is necessary. If, however, it is permissible, appraisers
must decide: |
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If
alternative action could meet the objectives without the same
adverse consequences; or |
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Whether
there are any measures that can be taken to reduce the predicted
adverse impact. |
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Following is a list of useful organisations when considering equality
in appraisal: |
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Equal
Opportunities Commission (EOC) |
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Commission
for Racial Equality (CRE) |
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Women
and Equality Unit – Cabinet Office |
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Race
and Gender Mainstreaming Team – Home Office |
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Disability
Rights Commission |
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DWP,
Households Below Average Income, (2000/01) |
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Where
a household being assessed is not defined by one of the categories
in Table 5.1 or Table 5.2, appraisers should use the closest
specimen family. |
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Generally,
non-monetary costs and benefits (eg life, health, time savings,
etc) are not adjusted as they are considered to be independent
of income. For example, the DfT’s
valuation of non-working travel time savings is averaged across
all income groups, so has already been implicitly equity weighted.
If values are not standard and are calculated for a specific
project an adjustment might still be required. |
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Cowell
and Gardiner (1999) page 31 |
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Pearce and Ulph (1995) page 14 |
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‘Where
does public spending go? A pilot study to analyse the flows
of public expenditures into local areas’, by the former
DETR (now ODPM). |
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See Section 71 of the Race Relations Act 1976 (as amended
by the Race Relations (Amendment) Act 2000) |
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See
Policy Appraisal for Equal Treatment, issued to all departments
in 1998 by the Cabinet Office, Home Office, and the (then)
DfEE |
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