More than five million British men and women of working age are in non-working families.
Most of these people live on social security benefits, and many are in poverty. Many face multiple disadvantages that reduce their chances of work. This research is based on a detailed analysis of the job-chances of more than half a million people collected from a nine-year sequence of Labour Force Surveys (1992 to 2000).
Part of the Work and Opportunity series, this report:
The author finds that risks can largely be explained by adding together the independent effects of each contributory factor, rather than through using a more complex approach.
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Some working-age families in Britain experience combinations of disadvantage which mean that they are almost certain to have no work. But their poor prospects can be explained largely in terms of the cumulative effects of each of their specific disadvantages - the number of their problems does not seem to be an issue in its own right. Richard Berthoud of Essex University's Institute for Social and Economic Research (ISER) has undertaken a detailed analysis of the job-chances of more than half a million men and women. The study found:
More than five million British men and women of working age are in non-working families - double the number observed in the 1970s. Most of them live on social security benefits, and many of them are in poverty.
This study is based on detailed analysis of 550,000 adults, collected from a nine-year sequence of Labour Force Surveys. The research focused on the characteristics associated with 'non-employment', defined as men and women who:
'Non-employment' is a broader term than 'unemployment', because it includes people (especially lone parents and disabled people) who are not seeking work and are therefore 'economically inactive'. Because the definition takes account of partners' working status, most non-employed families depend mainly on social security benefits, and a high proportion are poor.
17 per cent (around one-sixth) of British adults are without earnings, according to this definition. Only 4 per cent of those with none of the disadvantages described in Table 1 are non-employed.
An initial analysis was designed to develop precise measures of the characteristics associated with non-employment. This identified six types of disadvantage (see Table 1).
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Adding these detailed measures together provides quite an accurate analysis of the probability that any particular individual is non-employed.
The main aim of the research was to find out the best way of assessing risk. What happens when people face two or more disadvantages? Six possible answers to the question were considered:
Combinations of disadvantages
Specifying every possible combination of disadvantages - from single items, through pairs and triplets up to the combination of all six - as a distinct option revealed that the risk of non-employment associated with specific combinations of four, five or six disadvantages is not significantly different from what would be expected on the basis of their component parts. But eight of a possible 68 triplets, and 20 out of a possible 38 pairs, do have significant effects. To take two of the most important examples:
In general, though, pairs and triplets have relatively little influence on the distribution of non-employment, compared with the separate influences of the six primary characteristics. Thus there is some support for the combinations hypothesis, but it is not as strong as the additive assumption.
Number of disadvantages
Two-thirds of adults in the age-range under analysis have at least one of the characteristics associated with disadvantage. Nearly a tenth have at least three. But only 1 in 5,000 (106 members of the sample) has a full set of six disadvantages. As might be expected, the more disadvantages facing any individual, the more likely s/he is to be non-employed. The range of divergent risks is surprisingly wide, though - from a risk of just 4 per cent among those with no disadvantages, to 91 per cent among those with six (see Figure 1). The simple additive model comes close to predicting these variations accurately, but there are some signs that the level of risk may be slightly lower than expected for people with multiple disadvantages. This latter finding provides weak support for the logarithmic hypothesis.
Cumulative disadvantage
Once the effects of combinations have been taken into account, the analysis is extremely effective at estimating the probability that any individual will be non-employed - at very high levels of risk as well as at the lower end of the distribution. Of course, most individuals have a low risk. But the study strikingly identified individuals with very high levels of risk - nearly one-tenth of the population have characteristics which give them a risk in excess of 50 per cent, including a small number with risks well into the 90s. These people's chances of having either a job or a working partner are close to zero.
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The research has shown that variations in the risk of non-employment can largely be explained just by adding together the independent effects of each contributory factor, rather than by any of the more complex formulae that were considered. The additive model is effective on its own. Our ability to describe the pattern of non-employment is slightly improved by taking account of pairs of disadvantage, and of triplets, so there is some evidence in support of the combinations model, in which specific sets of disadvantages have unexpected outcomes. There is also some evidence for a weak logarithmic effect, in which multiple disadvantages are not quite as serious as might have been expected on the basis of simple addition.
This is a fairly straightforward conclusion. The pattern of non-employment risks is not as complicated as some have argued. This is convenient for analysts, whose common assumption of a straight additive model has been largely justified. It is also helpful to policy analysts, who can be reassured that addressing the hindrances to employment associated with one kind of disadvantage will yield dividends without having to worry too much about its links with all possible other disadvantages. Some specific combinations do require special attention though.
Perhaps the most striking finding of the research is the huge disparity in risks - between the 'typical' figure for non-disadvantaged individuals of about 4 per cent, through the 'average' figure for the population as a whole of 17 per cent, and on to the high levels of 50 or even 90 per cent. People with very high risks of non-employment probably spend long periods without earnings, and their difficulties cry out for policy initiatives. The positive news, though, is that high levels of risk are sensitive to changes in the economy, and this may imply that they are susceptible to changes of policy.
This study is based on detailed analysis of a sample of 550,000 individuals (aged 17 to 59), collected from a nine-year sequence of Labour Force Surveys (1992 to 2000).