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Journal of International Development
J. Int. Dev. 22, 1162–1182 (2010)
Published online in Wiley Online Library
(wileyonlinelibrary.com) DOI: 10.1002/jid.1753
POVERTY, ADOLESCENT WELL-BEINGAND OUTCOMES LATER IN LIFE
MARK TOMLINSON* and ROBERT WALKER
University of Oxford, Oxford, UK
Abstract: This paper investigates the impact of various factors in childhood (such as
poverty, parental guidance, educational orientation, self-esteem and delinquent behaviour)
on outcomes later in life. Using data from the British Household Panel Survey which
incorporates a survey of children aged 11–15 years (also known as the British Youth Panel
(BYP)) the technique of Structural Equation Modelling is employed to show the relative
impact of these factors on educational attainment and employment status when the respon-
dents were in their late 20s. Copyright # 2010 John Wiley & Sons, Ltd.
Keywords: childhood; well-being; poverty; transmission of disadvantage; structural
equation models
1 INTRODUCTION
There is a large body of evidence from economically advanced countries, notably the
United States and Britain, documenting the transmission of disadvantage across
generations and a growing interest in this in the developing world. However, risking
over-simplification, different disciplines have tended to focus on different outcomes and
different routes of transmission. Educational outcomes have attracted much attention from
economists, social policy specialists, demographers and psychologists with economists
focussing on the role of income and psychologists on such mechanisms as parental
emotional investment and behaviour. Psychologists have also explored the impact of
poverty on physical, cognitive and emotional development; sociologists on social mobility,
teenage pregnancy, homelessness and crime; epidemiologists on drug abuse and physical
and mental health outcomes; and economists and social policy specialists on employment
as well as citizenship and civic participation.1
*Correspondence to: Mark Tomlinson, Department of Social Policy and Social Work, University of Oxford,32 Wellington Square, Oxford OX1 2ER, UK. E-mail: [email protected]
1See, for example, Istance et al., 1994; Craine, 1997; Dean, 1997; Hobcraft, 1998; Aber et al., 2000; Ermisch et al.,2001; Flouri and Buchanan, 2004; Lister, 2005; Stewart, 2005 and Fahmy, 2006.
Copyright # 2010 John Wiley & Sons, Ltd.
Poverty, adolescent well-being and outcomes 1163
There has been little cross-referencing between studies of transmission conducted in
advanced economies and those undertaken in a development context.2 Again this might
simply reflect different disciplinary perspectives but possibly also environmental
differences in that factors such as malnutrition, illiteracy and disease might be dominant
in the developing world while social and psychological variables could be more important
elsewhere. However, it is increasingly argued that differences are conceptually matters of
degree rather than kind and that there is a considerable scope for bidirectional learning
between the global South and North (White et al., 2005). Hence, using British data, this
paper exploits cross-disciplinary insights and explicitly demonstrates the power of
recent conceptual and technical advances to advance our understanding of the nature and
relative importance of the complex factors influencing the impact of poverty and childhood
well-being on outcomes in adulthood.
The focus is on the effects on early adulthood of poverty experienced by children when
they are aged between 11 and 15 years and the data derive from the British Household
Panel Study (BHPS). Data are currently available for 1991–2008 with, from 1994,
information derived from questionnaires completed by young people aged 11–15 years in
the panel households. This is known as the British Youth Panel (BYP). Children in the
Youth Panel become part of the main panel when they reach 16 years of age and are
continuously interviewed thereafter on an annual basis.
Using structural equation models (SEMs)—which link various factors and their causal
relations—the significance of the impact of poverty and well-being in adolescence will be
related with labour market and educational outcomes when the children reach their late
20s. In essence SEMs take observed phenomena such as manifestations of well-being, say,
and organise them into underlying concepts on theoretical grounds. It then becomes
possible to estimate the significance of relations between the concepts and other dependent
variables. Thus the links between well-being and other aspects of childhood can be
established and their impacts on future outcomes assessed. There are potential
methodological lessons that can be drawn on in this analysis for the study of transmission
of poverty and well-being of children in developing countries.
There has been relatively little empirical analysis of these issues in developing
economies. This has partly been because of limited data (Moore, 2001), but this is
beginning to change with the advent of panel data and more child-focussed data in less
developed countries—for example, the Young Lives project initiated in 2001 and the South
African Birth-To-Twenty project initiated in 1990 (see Moore, 2005). Moreover, there is
increasing attention paid in contemporary research to the importance of well-being as a
central component of children’s rights in developing as well as industrialised, high-income
or even OECD nations (Bradshaw et al., 2007; Camfield et al., 2009), but no consensus on
how the various dimensions of well-being are to be measured.
The main objective of the paper is to demonstrate that structural equation modelling can
be a useful and powerful tool for policy analysis where longitudinal data are available on
children and their household circumstances, and in particular the outcomes for children
when they reach adulthood. The data currently becoming available mentioned above lend
themselves well to the type of analysis demonstrated here. The paper proceeds as follows:
some of the literature and debates on childhood well-being and the transmission of
disadvantage are reviewed. There then follows a detailed description of the data and
2Important recent exceptions include Behman et al. (2010) and Engle and Black (2008).
Copyright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010)
DOI: 10.1002/jid
1164 M. Tomlinson and R. Walker
methodology (structural equation modelling) to be employed. The results are then
discussed and policy conclusions drawn.
2 DIFFERENT DISCIPLINES AND DEBATES
One potential problem with many of the studies mentioned above is that, apart from the
psychological research which employs SEMs, there is a reliance on regression methods
which essentially measure outcomes in adulthood as a function of a set of linear
‘independent’ variables derived from childhood experience. The main shortcoming of
regression is that complex pathways and relations between different aspects of children’s
lives are not explored as meticulously as they might be. This paper seeks to investigate
potential causal models that begin to disentangle the relations between various aspects of
childhood and childhood well-being (such as the experience of poverty, parenting and
home life, delinquent and risky behaviour, self-esteem and educational attitudes) and relate
these to various outcomes later in the child’s life, specifically to educational attainment and
occupational status.
2.1 Parenting, Child Well-being and the Child’s Environment
While the evidence is that childhood disadvantage has long-term detrimental effects, there
is an emerging body of work that suggests this ‘scarring’ may both be moderated (changed
in degree) and mediated (changed in terms of process) by a range of influences. Parents
may identify the risk of transmission and seek to act in a compensatory fashion, while
children themselves may be able to exploit intrapersonal and extrapersonal assets to
recover from, or overcome, adversity (for example, see Gershoff et al., 2003). Intrapersonal
assets might include friends and family ties, while extrapersonal assets might include
teachers, counsellors or other social networks. Psychologists have also directed attention to
the role of individual agency and resilience among children that has been linked to both
endowment (in terms of ability) and resourcefulness (Masten, 2001), ideas echoed in the
new sociological studies of childhood (Mayall, 2002; Wyness, 2006).
Another potentially important mediating influence of child poverty on adult outcomes is
childhood well-being. US and recent British research shows childhood well-being to be
related to childhood poverty (Bradshaw and Mayhew 2005; Land et al. 2006) for reasons
that are not well understood, but which probably include protective behaviour by parents
(Flouri, 2004) as well as individual resilience (Masten and Coatsworth, 1998). Thus the
role of parental guidance in the transmission process and in fostering child well-being
is crucial in determining a child’s future life chances (Ross et al., 2009). Children may
find themselves protected by parents and other family members, but at another level
disadvantage and poverty may be the cause of inadequate parenting (for example, see Barth
et al., 2006; Katz et al., 2007). There is also the issue of children who are orphaned or who
have little contact with parents. In the analysis below this aspect cannot be explored due to
lack of available data, but it may be important to take into consideration in different
countries with different cultures and diverse familial arrangements.
2.2 The Importance of Education
Structural mediators have also been identified in the literature on transmission. For
example, the negative educational outcomes associated with child poverty can often be
Copyright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010)
DOI: 10.1002/jid
Poverty, adolescent well-being and outcomes 1165
counterbalanced by attributes of the child’s school such as the school’s social mix: also
parental interest in education, the family environment and familial support with respect to
education can counteract the lower test scores associated with poverty and living in
deprived neighbourhoods (McCulloch and Joshi 2001; Blanden 2006). However, increased
testing at schools has also been shown to have a detrimental impact on a child’s self-esteem
if a child is already underachieving (Davies and Brember, 1998, 1999; Layard and Dunn
2009). Indeed, many studies link educational performance with self-esteem (see Marsh
1992; Haney and Durlak 1998; Emler 2001; McLennahan et al. 2003) although the
direction of causation is often unclear.
Juxtaposed with the structural factors influencing education are the impacts of
delinquent and risky behaviour on educational attainment. Many studies have shown a
significant deleterious link between delinquency and educational performance and hence
future employment opportunities (Monk-Turner, 1989; Tanner et al. 1999; Hannon, 2003).
Moreover these effects appear to be more acute among poorer children than more affluent
ones (Hannon, ibid.).
In terms of social mobility there are numerous potential explanations as to why poor
children may find it hard to escape from disadvantaged origins and education provides one
key explanatory variable. Many sociologists explore transmission of disadvantage in terms
of class mobility rather than the inheritance of inequality in terms of income (Erikson and
Goldthorpe, 2002). And empirically it is well established that the strong association
between class of origin and class of destination prevails in modern societies and the
predominant mediating factor in this is education. However, even after taking education
into account, significant effects of social class can persist into adulthood: ‘Children of
disadvantaged class origins have to display far more merit than do children of more
advantaged origins in order to attain similar class positions’ (Breen and Goldthorpe, 1999:
21). In addition to the disadvantages of class, which are particularly prevalent in the UK,
there are also the significant effects of being female or coming from a non-white ethnic
background in terms of pay and other factors.
2.3 The Impact of Poverty and Social Exclusion
Many sociologists point to the persistence of social exclusion and isolation that is often
associated with detachment from the core labour market but frequently neglect the impact
that this has on children (Gallie et al., 2003). Several studies have shown that
unemployment has negative effects in social life (Paugam, 1995; Gallie, 1999). For
instance, the stigma and loss of earnings attached to under or unemployment often leads to
marital problems (Lampard, 1993), and psychological distress (Whelan et al. 1991).
Divorce and separation have been shown to have a potentially detrimental effect on a
child’s self-esteem (Adam and Chase-Lansdale 2002; Clarke-Stewart and Brentano, 2006).
The various aspects of strain that families with low income and unemployed members
undoubtedly endure have inevitable consequences for the children affected (Ridge, 2002;
Lloyd, 2006) although some children prove to be more resilient to these pressures than
others (Masten and Coatsworth, 1998; Masten, 2001).
Several economic studies have also revealed a significant link between childhood
poverty and social exclusion and future poverty, job prospects and educational outcomes.
For example, using cohort data, Blanden and Gibbons (2006) and Blanden and Gregg
(2004) have shown the negative effects of low income on educational accomplishment. The
Copyright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010)
DOI: 10.1002/jid
1166 M. Tomlinson and R. Walker
impact of poverty on a child’s future life-chances has also been extensively researched by
social policy experts (see, for example, Such and Walker, 2002; CDF, 2007; Griggs with
Walker, 2008; HMT, 2008; LCPC, 2008). For instance, problems related to longstanding
illnesses, obesity and higher risk of accidents associated with childhood poverty also
appear to persist into adulthood (Dowling et al., 2004; DCSF, 2007).
2.4 The Timing of Transmission
The literature is often silent on the timing of transmission, the susceptibility of children to
discrete events and the nature of their long-term consequences (although there are notable
exceptions such as Schoon et al., 2002). Social and behavioural scientists in the USA
(primarily economists and psychologists) tend to focus on early childhood (Brooks-Gunn
and Duncan, 1997; Cavanagh and Huston, 2006; Cunha and Heckman, 2008) and the early
school years (Fryer and Levitt, 2004, 2006; Sylva and Pugh, 2005), but there is also
evidence that events in late childhood and adolescence may have particular saliency (Hill
et al., 1998; Pergamit et al. 2001; Deng et al., 2006; Han and Waldfogel, 2007). The results
presented below focus on impacts manifested during this period of adolescence, defined as
11–15 years of age. Other research has also taken this approach in the USA (for example,
Pittman and Chase-Lansdale, 2001; Adam and Chase-Lansdale, 2002; Feinberg et al.,
2007; Goosby, 2007; Gutman and Eccles, 2007). In UK, Schoon has explored career
outcomes based on teenage aspirations (Schoon, 2001), and educational resilience among
16-year-olds (Schoon et al., 2004).
3 STRUCTURAL EQUATION MODELS
This paper employs SEMs to measure concepts such as educational orientation and self-
esteem. The application of these concepts and the others used here is explained in more
detail in the next section. The principal means by which SEMs are used to measure
unobserved or latent concepts is via confirmatory factor analysis (CFA). A first order CFA
simply attempts to measure underlying latent variables and the correlations between them.
In a SEM these concepts are usually represented diagrammatically by ovals and the
observed variables by rectangles. Single-headed arrows are drawn between the latent
variables and their associated observed variables or indicators. These arrows represent
coefficients in the model. Double headed arrows represent covariances between the latent
concepts. Each observed variable in the model has an associated error term represented by
a circle (see Figure 1).
Figure 1 shows a simple first order CFA which has two latent unobserved variables:
parenting skills and educational performance—parenting skills and educational
performance are not directly observed but measured indirectly by reference to observed
variables such as examination performance or reading time. In this example, parenting is
defined as an unobserved latent concept and is measured via the observed variables V1 to
V4 and similarly educational orientation is measured by variables V5 to V7. The single
headed arrows represent coefficients or loadings in the model and are usually reported in a
standardised form that is comparable within the model—i.e. the relative weight of each
component can be evaluated. The covariance between parenting and educational
performance is represented by the double-headed arrow between the two ellipses (when
Copyright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010)
DOI: 10.1002/jid
Figure 1. A 1st order CFA
Poverty, adolescent well-being and outcomes 1167
standardised this represents the correlation). The associated error terms are shown as the
circles labelled e1 to e7. Using statistical techniques such as maximum likelihood and
making assumptions about the distributions of the variables and error terms in the model,
the coefficients and covariances can be estimated and thus scores for the unobserved
variables (in this case parenting skills and educational performance) can be calculated. If
we make assumptions about the distributions of the components in the model we can attain
measures of the concepts by relating observed manifestations of them to unobserved or
latent concepts in a SEM. Higher-order models can also be estimated where latent concepts
can be combined to provide overall summary measures.
Taking this a stage further, causal relationships can be theorised and tested using SEM.
Figure 2 shows a hypothetical model which combines two measurement components in a
direct relation with one another. Here parenting skills are still measured via the observed
variables V1 to V4, but in this case there is a causal link established where this directly
contributes to educational performance. In this situation there are now also two residuals
(R1 and R2 in the diagram) associated with the latent variables. These causal models
(or full structural models as they are known) can be as simple or as complex as theory
dictates. Direct and indirect effects can be tested between latent and non-latent variables
and various fit statistics can be computed which allow the researcher to decide which
models better fit the data under observation.
Full SEMs therefore place the measurement components of the model in various causal
relations with other variables. Thus measurement models can be combined in various
configurations to test causal hypotheses. Taking the measurement model a stage further
with longitudinal data we can model the process of change over the longer term. The latent
Copyright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010)
DOI: 10.1002/jid
Figure 2. A full structural model
1168 M. Tomlinson and R. Walker
concepts derived via the CFA framework can be linked together in causal chains. These
chains can be used to test various pathways of causality over time. The models can also be
enhanced by incorporating ‘controls’ or covariates. These are often referred to as MIMIC
models—multiple indicator, multiple cause models. This is a significant methodological
improvement over tradition linear regression models.
4 THE DATA AND MODELS
The data used for the analysis that follows were drawn from the 1994 wave of the BHPS for
all households with children and adolescents aged 11–15 years. The BHPS commenced in
1991 with an initial sample of around 10 000 individuals resident in some 5 000 households
in Great Britain. These individuals are traced and re-interviewed each year. The BHPS has
been maintained annually since its inception with data currently available up to 2008.
The BHPS collects information on children in the British sample households and
specifically all children aged between 11 and 15 complete a separate questionnaire (known
as the British Youth Panel—BYP) which provides the majority of the data used in the
SEMs below. The Youth Panel contains an array of questions collecting information on a
array of topics ranging from information on relations with parents, friendship networks,
attitudes towards school, delinquent behaviour and many other aspects of childhood. In
1994 when the BYP commenced, there were around 750 children in the panel and
approximately 350 of these children have subsequently grown up and were interviewed as
adults in the 2008 BHPS. This forms the core data for the analysis that follows. We also
Copyright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010)
DOI: 10.1002/jid
Poverty, adolescent well-being and outcomes 1169
estimate models from pooled data from the first three waves of the BYP which enabled the
sample size to be increased.
By linking together household level data from the 1994 BHPS to the individual data
from the 1994 BYP it is possible to include data on income, financial strain, parental
characteristics and poverty in the models. Furthermore by combining the BYP with the
data from later waves of the BHPS (in this case as late as 2008) childhood-level variables
can be linked with outcomes relating to educational attainment and labour market
participation in adulthood. By 2008, child respondents in the 1994 BYP were aged between
25 and 29 years old.
This type of analysis has two potential problems. First, there is a significant level of
attrition. We lose approximately half of the children between 1994 and 2008. However, an
examination of the households lost to attrition showed that there were no obvious
differences in the characteristics of these households when compared with those that
remained in the panel (whether the comparison was made by parental education,
occupation, housing tenure, employment status or household structure). Moreover, models
estimated using just the 1994 BYP (excluding the 2008 outcome variables) produce very
similar results to the restricted attrition based sample and have much higher numbers of
cases. This gives us confidence that the estimates derived from the structural models of
childhood experience are not influenced very much by attrition.
The second problem relates to the pooled data from 1994 to 1996 since cases in this
analysis are not independent as children are repeatedly interviewed over two or three
waves. There are two possible routes available to deal with this. One is to apply multi-level
modelling techniques that incorporate fixed or random child-specific effects to account for
unobserved differences between children, and the method, adopted here, that incorporates
robust standard errors that take into account the non-independence of cases.
The 1994 BYP data permit us to measure the following dimensions relating to childhood
well-being (these are summarised in Table 1).
4.1 Parental Guidance
The data from the BYP essentially reflect the child’s view of the world. There are no direct
measures of parenting. However, there are four variables that can be incorporated into a
measure of parental guidance: whether the child tells their parents where they are going
when they go out, whether the parents tell their children where they are going when they go
out, whether the child talks to their mother about things that matter to them, and whether
they talk to the father about things that matter to them. These variables capture the level and
effectiveness of communication between child and parent. All are measured on a 4-point
scale and, if the child respondent does not have a mother (or father), the latter two variables
are coded as the lowest category.
4.2 Self-esteem
Self-esteem is measured using six observed variables: whether the child feels that they have
good qualities, are likeable, how they feel about their appearance, their friends, life in
general and their schoolwork. The first two are measured on a 4-point scale and the rest on a
7-point scale.
Copyright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010)
DOI: 10.1002/jid
Table 1. List of observed variables in the models
Relating to various latent concepts:
Related to parenting:
TELLPRT Tell parents where you are going
PRTTELL Parents tell you where they are going
TALKPA Talk to father
TALKMA Talk to mother
Related to self-esteem:
GOODQUAL I have good qualities
LIKEABLE I am likeable
APPEAR Feel about my appearance
FRIENDS Feel about friends
LIFE Feel about life in general
SCHOOLWK Feel about schoolwork
Related to delinquency:
DRUG Taking drugs not serious
TRUANT Playing truant from school is not serious
SMOKER Smoker
DRUGFRND Have friends who take drugs
FIGHT Got into fights past month
Related to educational orientation:
NBOOKS Number of books read in past month
STAY16 Want to stay on at school at age 16
SCHOOLWK Feel about schoolwork
Others:
HOUSEHOLD INCOME Logarithm of equivalised household income
FINBAD Household finances are strained
EDHOH1 to EDHOH3 Head of household education (dummies)
EDUCATIONAL ATTAINMENT Highest academic qualification achieved
LABOUR MARKET STATUS Type of occupation achieved
1170 M. Tomlinson and R. Walker
4.3 Delinquency
Delinquency is calculated using five variables: how seriously they perceive taking drugs
(4-point scale), how seriously they perceive playing truant (4-point scale), how often the
respondent smokes (5-point scale), whether the child has friends who take drugs (3-point
scale, the type of drug and frequency of use is not recorded) and how often the child has
been in a fight in the last month (5-point scale). Although these variables may be linked to
peer effects, we assume that they reflect a general sense of dislocation from mainstream
behaviour and values in the respondent.
4.4 Educational Orientation
Educational orientation is indexed using three variables: The number of books read in the
past month; whether the respondent feels that he or she will leave school at 16; and how
respondents feel about their school work (7-point scale). (Due to small cell sizes some of
the original categories in the above had to be collapsed.)
In addition to these dimensions of the childhood environment, several variables are
included that reflect external influences. First, income is included in some of the models to
estimate poverty effects. Income is scaled to take into account the household size, and the
Copyright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010)
DOI: 10.1002/jid
Poverty, adolescent well-being and outcomes 1171
logarithm taken to ensure that the distribution is not strongly skewed which interferes with
statistical estimation. To capture financial strain a dummy variable is included (FINBAD)
that is set to one if the household is not at least ‘getting by’ financially. To capture parental
endowments the educational level of the household head is included as three dummies.
EDHOH1 for ordinary/GCSE level, EDHOH2 for college/advanced level and EDHOH3
for further/higher level education (the base category is therefore no or only CSE-level
education). The head is used as a proxy for the household as a whole for, while other adults
in the household might be more suitable candidates, which particular adult would be best
cannot be ascertained. Finally the outcome variables in 2008 include educational
attainment and labour market status. Educational outcome is derived as a 4-point scale:
1: N
Cop
o education or CSE level (a low quality minimal educational qualification).
2: G
CSE level (a standard educational qualification for 16 year olds).3: A
dvanced level (college—normally 18 years of age).4: P
ost-college education (Further post-college and university education).Labour market status is measured with respect to the most recent job the respondent had
in the respective year (2006–2008). This is measured on a 3-point scale:
1. S
emi or unskilled occupations.2. S
killed manual and white-collar workers, armed forces.3. P
rofessionals, technical and managerial workers.Following the literature it is hypothesised that parental guidance and delinquency will
both affect educational orientation (although in different directions) and that there is
a direct effect from parental guidance to delinquency (which means, in effect, that
technically delinquency is treated as a moderator variable). It is further proposed that the
educational orientation of the child will have consequences for several outcomes.
Immediately, it will positively affect self-esteem. Again this is in accordance with
numerous behavioural studies as already discussed, but it is important to note the direction
of the effect for, when educational orientation is modelled as a consequence of self-esteem,
this relationship is not significant. In the longer term, having a positive educational
orientation in adolescence will result in higher educational attainment and improved
employment status in adulthood as suggested by much of the literature on the transmission
of disadvantage. The advantage of the approach taken here is that there is no reliance on
linear regression models where all the variables are simply included as determinants of
the individual outcomes. It is possible, using SEM, to determine the real structural
relationships between different elements of childhood and how they affect outcomes in
both the present and future simultaneously. In addition, we control for household income,
endowments and financial strain in several models to assess the potential influence of
household poverty and parental assets. Numerous alternative models were tested and
assessed and the best fit statistics indicated the configuration presented here was the one
best supported by the data.
5 RESULTS
Figure 3 shows the results of a typical model relating outcomes in 2008 to circumstances in
1994. More models with coefficients and Z statistics based on the 1994 data are shown in
Tables 2 and 3 for pooled data for 1994–1996. In the tables the standardized coefficients
yright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010)
DOI: 10.1002/jid
Figure 3. Example of a SEM predicting educational attainment in 2008 based on childhood factorsfrom the BYP in 1994. Standardised coefficients shown—all significant at 1% level
1172 M. Tomlinson and R. Walker
indicate the relative size of the effects, and the Z statistics indicate the level of statistical
significance of each coefficient with a value of 1.96 or greater indicating significance at the
5% level. Fit statistics are also shown. CFI (Comparative Fit Index) and TLI (Tucker-Lewis
Index) figures of around 0.9 or greater are considered acceptable, 0.95 or greater are
assessed to be excellent. RMSEA (root mean square error of approximation) figures of less
than 0.10 are acceptable while 0.05 or below are excellent. Figure 3 demonstrates that this
configuration of dimensions produces a good fit to the data, a finding that was echoed when
Copyright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010)
DOI: 10.1002/jid
Tab
le2
.V
ario
us
mo
del
sco
mp
ared
—st
and
ard
ised
coef
fici
ents
,(Z
Sta
tist
ics
inb
rack
ets)
Var
iab
les
BY
P1
99
4p
red
icti
ng
edu
cati
on
alat
tain
men
tin
20
08
BY
P1
99
4p
red
icti
ng
occ
up
atio
nin
20
08
BY
P1
99
4p
red
icti
ng
edu
cati
on
alat
tain
men
tin
20
08
BY
P1
99
4p
red
icti
ng
occ
up
atio
nin
20
08
BY
P1
99
4p
red
icti
ng
edu
cati
on
alat
tain
men
tin
20
08
BY
P1
99
4p
red
icti
ng
occ
up
atio
nin
20
08
TE
LL
PR
T<
par
enta
lg
uid
ance
0.2
67
(ref
)0
.266
(ref
)0
.255
(ref
)0
.266
(ref
)0
.271
(ref
)0
.279
(ref
)
PR
TT
EL
L<
par
enta
lg
uid
ance
0.3
37
(2.5
61)
0.3
17
(2.6
06)
0.3
35
(2.7
28
)0
.32
0(2
.87
2)
0.3
29
(2.6
31
)0
.315
(2.7
83)
TA
LK
MA<
par
enta
lg
uid
ance
0.8
06
(3.1
49)
0.8
33
(3.2
69)
0.7
68
(3.3
56
)0
.79
8(3
.66
6)
0.7
77
(3.2
62
)0
.800
(3.5
40)
TA
LK
PA<
par
enta
lg
uid
ance
0.8
53
(3.0
66)
0.8
55
(3.1
57)
0.8
90
(3.2
22
)0
.88
8(3
.50
2)
0.8
81
(3.1
93
)0
.878
(3.4
37)
DR
UG<
del
inq
uen
cy0
.57
1(r
ef)
0.5
70
(ref
)0
.577
(ref
)0
.568
(ref
)0
.571
(ref
)0
.567
(ref
)
DR
UG
FR<
del
inq
uen
cy0
.518
(5.3
54)
0.5
79
(5.4
09)
0.5
26
(5.6
63
)0
.60
0(5
.83
9)
0.5
06
(5.5
94
)0
.583
(5.7
17)
TR
UA
NT<
del
inq
uen
cy0
.473
(4.8
62)
0.4
55
(3.3
94)
0.5
16
(5.3
21
)0
.49
8(5
.22
9)
0.5
07
(5.2
71
)0
.477
(5.0
33)
SM
OK
ER<
del
inq
uen
cy0
.698
(5.8
20)
0.6
92
(5.5
42)
0.7
00
(6.1
46
)0
.70
9(5
.90
5)
0.6
98
(6.3
50
)0
.700
(5.9
44)
FIG
HT<
del
inq
uen
cy0
.371
(4.0
23)
0.3
57
(3.9
02)
0.3
67
(4.0
41
)0
.36
1(4
.05
5)
0.3
77
(4.2
04
)0
.372
(4.1
63)
TE
LL
PR
T<
del
inq
uen
cy–
0.3
84
(–3
.068
)–
0.4
38
(–3
.348
)–
0.4
03
(–3
.45
4)
–0
.45
5(–
3.8
93
)–
0.3
93
(–3
.27
0)
–0
.44
1(–
3.6
53
)
SC
HO
OL
WK<
ed.
ori
enta
tion
0.3
01
(3.6
83)
0.2
77
(3.5
72)
0.3
18
(3.5
17)
0.2
86
(3.4
17)
0.3
10
(3.6
47)
0.2
97
(3.5
07)
NB
OO
KS<
ed.
Ori
enta
tio
n0
.33
5(r
ef)
0.2
61
(ref
)0
.330
(ref
)0
.259
(ref
)0
.316
(ref
)0
.255
(ref
)
ST
AY
16<
ed.
Ori
enta
tio
n0
.495
(3.4
66)
0.4
55
(3.3
94)
0.5
42
(3.7
10
)0
.46
6(3
.51
7)
0.5
00
(3.7
52
)0
.445
(3.4
49)
SC
HO
OL
WK<
self
-est
eem
0.4
68
(5.7
99)
0.4
65
(5.8
16)
0.4
46
(5.8
21)
0.4
48
(5.8
12)
0.4
34
(5.8
00)
0.4
30
(5.6
41)
GO
OD
QU
AL<
self
-est
eem
0.4
90
(ref
)0
.477
(ref
)0
.525
(ref
)0
.505
(ref
)0
.520
(ref
)0
.500
(ref
)
LIK
EA
BL
E<
self
-est
eem
0.5
13
(5.7
57)
0.5
17
(5.8
99)
0.5
25
(6.4
13
)0
.54
8(6
.63
7)
0.5
14
(6.2
24
)0
.521
(6.3
08)
AP
PE
AR<
self
-est
eem
0.6
32
(6.8
34)
0.6
27
(7.1
15)
0.5
96
(7.4
03
)0
.60
7(7
.71
2)
0.6
24
(7.5
80
)0
.624
(7.8
03)
FR
IEN
DS<
self
-est
eem
0.5
94
(6.3
09)
0.5
96
(6.4
58)
0.6
08
(7.3
11)
0.6
06
(7.3
69)
0.5
88
(6.9
92)
0.5
90
(7.1
27)
LIF
E<
self
-est
eem
0.8
56
(6.9
85)
0.8
59
(7.1
14)
0.8
82
(8.2
29)
0.8
74
(8.2
51)
0.8
89
(7.8
49)
0.8
91
(7.9
42)
del
inq
uen
cy<
par
enta
lg
uid
ance
–0
.47
8(–
2.5
04
)–
0.4
73
(–2
.462
)–
0.4
31
(–2
.53
4)
–0
.42
3(–
2.5
40
)–
0.4
81
(–2
.62
5)
–0
.45
6(–
2.6
05
)
ed.
ori
enta
tio
n<
del
inq
uen
cy–
0.7
27
(–3
.090
)–
0.7
62
(–2
.887
)–
0.6
86
(–3
.14
8)
–0
.75
5(–
2.9
54
)–
0.6
60
(–3
.04
3)
–0
.71
3–
(2.8
33
)
ed.
ori
enta
tio
n<
par
enta
lg
uid
ance
0.3
55
(2.1
30)
0.4
90
(2.3
23)
0.3
54
(2.3
13
)0
.45
7(2
.44
8)
0.3
91
(2.3
30
)0
.513
(2.4
82)
self
-est
eem<
ed.
ori
enta
tion
0.2
57
(2.8
52)
0.2
61
(2.9
34)
0.2
99
(3.0
23)
0.3
12
(3.0
90)
0.2
89
(3.1
12)
0.3
02
(3.1
16)
INC
OM
E>
ed.
ori
enta
tion
0.4
53
(3.4
81)
0.4
11
(2.8
39)
——
——
FIN
BA
D>
ed.
ori
enta
tio
n—
—–
0.2
34
(–2
.65
6)
–0
.17
9(–
1.7
45
)—
—
ED
HO
H1>
ed.
ori
enta
tio
n—
——
—0
.280
(2.2
66
)0
.253
(1.7
61)
(Co
nti
nu
es)
Poverty, adolescent well-being and outcomes 1173
Copyright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010
DOI: 10.1002/jid
)
Tab
le2
.(C
onti
nu
ed)
Var
iab
les
BY
P1
99
4p
red
icti
ng
edu
cati
on
alat
tain
men
tin
20
08
BY
P1
99
4p
red
icti
ng
occ
up
atio
nin
20
08
BY
P1
99
4p
red
icti
ng
edu
cati
on
alat
tain
men
tin
20
08
BY
P1
99
4pre
dic
ting
occ
up
atio
nin
20
08
BY
P1
99
4p
red
icti
ng
edu
cati
on
alat
tain
men
tin
20
08
BY
P1
99
4p
red
icti
ng
occ
up
atio
nin
20
08
ED
HO
H2>
ed.
ori
enta
tion
——
——
0.2
76
(2.3
86)
0.1
73
(1.2
43)
ED
HO
H3>
ed.
ori
enta
tion
——
——
0.3
79
(3.0
04)
0.2
86
(2.0
90)
Ed
.O
rien
tati
on>
ou
tco
me:
ed.
atta
inm
ent
0.3
69
(3.7
28
)—
0.4
01
(3.7
52)
—0
.427
(3.9
22)
—
Ed
.O
rien
tati
on>
ou
tco
me:
lab
ou
rm
ark
etst
atu
s
—0
.19
1(2
.73
6)
—0
.145
(2.1
76)
—0
.159
(2.3
63)
x2
12
6.9
(70
df)
13
6.3
(74
df)
12
7.7
(74
df)
13
3.0
(76
df)
15
8.3
(84
df)
15
1.2
(86
df)
CF
I0
.92
40
.922
0.9
34
0.9
37
0.9
06
0.9
23
TL
I0
.92
60
.924
0.9
36
0.9
40
0.9
07
0.9
24
RM
SE
A0
.04
90
.050
0.0
46
0.0
46
0.0
52
0.0
47
N3
12
33
43
40
36
23
29
35
0
Copyright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010)
DOI: 10.1002/jid
1174 M. Tomlinson and R. Walker
Tab
le3
.V
ario
us
po
ole
dm
od
els
com
par
ed—
stan
dar
dis
edco
effi
cien
ts,
(ZS
tati
stic
sin
bra
cket
s)
Var
iab
les
BY
P1
99
4–
19
96
pre
dic
tin
ged
uca
tio
nal
atta
inm
ent
in2
00
8
BY
P1
99
4–
19
96
pre
dic
tin
go
ccu
pat
ion
in2
00
8
BY
P1
99
4–
19
96
pre
dic
tin
ged
uca
tio
nal
atta
inm
ent
in2
00
8
BY
P1
99
4–
19
96
pre
dic
tin
go
ccu
pat
ion
in2
00
8
BY
P1
99
4–
19
96
pre
dic
tin
ged
uca
tio
nal
atta
inm
ent
in2
00
8
BY
P1
99
4–
19
96
pre
dic
tin
go
ccu
pat
ion
in2
00
8
TE
LL
PR
T<
par
enta
lg
uid
ance
0.2
40
(ref
)0
.229
(ref
)0
.249
(ref
)0
.22
8(r
ef)
0.2
44
(ref
)0
.227
(ref
)
TA
LK
MA<
par
enta
lg
uid
ance
0.8
49
(4.6
61
)0
.851
(4.5
92
)0
.814
(5.0
84)
0.8
32
(4.8
01)
0.8
26
(4.9
15)
0.8
27
(4.6
93
)
TA
LK
PA<
par
enta
lg
uid
ance
0.7
86
(4.7
89
)0
.794
(4.7
01
)0
.827
(5.1
69)
0.8
25
(4.8
95)
0.8
13
(5.0
70)
0.8
19
(4.8
13
)
DR
UG
FR<
del
inq
uen
cy0
.65
7(7
.89
5)
0.6
94
(8.3
21
)0
.672
(8.3
55)
0.6
97
(8.8
19)
0.6
94
(8.6
27)
0.7
18
(8.9
67
)
SM
OK
ER<
del
inq
uen
cy0
.842
(ref
)0
.839
(ref
)0
.848
(ref
)0
.84
2(r
ef)
0.8
48
(ref
)0
.841
(ref
)
FIG
HT<
del
inq
uen
cy0
.37
0(5
.84
7)
0.3
46
(5.6
67
)0
.362
(6.1
10)
0.3
46
(6.0
01)
0.3
61
(6.1
33)
0.3
45
(5.9
62
)
TE
LL
PR
T<
del
inq
uen
cy–
0.4
50
(–7
.18
2)
–0
.45
4(–
7.4
01
)–
0.4
41
(–7
.529
)–
0.4
56
(–7
.935
)–
0.4
43
(–7
.508
)–
0.4
59
(–7
.88
5)
SC
HO
OL
WK<
ed.
ori
enta
tio
n0
.32
0(5
.46
8)
0.2
79
(5.2
80
)0
.326
(5.5
08)
0.2
86
(5.4
25)
0.3
36
(5.9
58)
0.2
95
(5.7
03
)
NB
OO
KS<
ed.
Ori
enta
tio
n0
.367
(ref
)0
.330
(ref
)0
.363
(ref
)0
.33
1(r
ef)
0.3
69
(ref
)0
.330
(ref
)
ST
AY
16<
ed.
Ori
enta
tio
n0
.36
7(4
.65
9)
0.3
13
(4.4
55
)0
.379
(4.9
67)
0.3
21
(4.7
90)
0.4
00
(5.1
32)
0.3
26
(4.8
35
)
SC
HO
OL
WK<
self
-est
eem
0.4
37
(9.4
60
)0
.442
(8.9
50
)0
.429
(9.4
20)
0.4
39
(9.0
64)
0.4
26
(9.5
06)
0.4
34
(8.8
79
)
GO
OD
QU
AL<
self
-est
eem
0.5
89
(ref
)0.5
70
(ref
)0.6
01
(ref
)0.5
85
(ref
)0.5
90
(ref
)0.5
75
(ref
)
LIK
EA
BL
E<
self
-est
eem
0.6
23
(12
.02
5)
0.6
07
(11
.87
9)
0.6
32
(13
.072
)0
.626
(13
.083
)0
.619
(12
.387
)0
.60
8(1
2.4
05
)
AP
PE
AR<
self
-est
eem
0.6
84
(13
.92
3)
0.6
82
(13
.41
3)
0.6
71
(14
.668
)0
.672
(14
.420
)0
.687
(14
.479
)0
.69
5(1
3.9
77
)
FR
IEN
DS<
self
-est
eem
0.5
48
(11
.26
3)
0.5
52
(11
.14
8)
0.5
49
(12
.196
)0
.555
(12
.125
)0
.544
(11
.655
)0
.54
7(1
1.5
60
)
LIF
E<
self
-est
eem
0.7
94
(13
.86
3)
0.8
00
(13
.59
0)
0.8
10
(15
.324
)0
.798
(14
.879
)0
.809
(14
.342
)0
.79
9(1
3.9
60
)
del
inq
uen
cy<
par
enta
lg
uid
ance
–0
.29
9(–
3.2
13
)–
0.2
90
(–3
.10
5)
–0
.29
9(–
3.4
43
)–
0.3
02
(–3
.328
)–
0.3
10
(–3
.459
)–
0.3
07
(–3
.31
7)
ed.
ori
enta
tio
n<
del
inq
uen
cy–
0.6
40
(–5
.15
6)
–0
.66
6(–
5.0
29
)–
0.6
18
(–5
.193
)–
0.6
64
(–5
.268
)–
0.5
64
(–5
.030
)–
0.6
28
(–5
.01
1)
ed.
ori
enta
tio
n<
par
enta
lg
uid
ance
0.5
37
(3.8
32
)0
.666
(3.9
99
)0
.512
(4.0
23)
0.6
19
(4.1
02)
0.5
04
(4.0
09)
0.6
49
(4.0
89
)
self
-est
eem<
ed.
ori
enta
tio
n0
.25
8(4
.10
3)
0.2
76
(4.6
12
)0
.284
(4.4
65)
0.3
04
(5.0
86)
0.2
56
(4.2
05)
0.2
79
(4.8
12
)
INC
OM
E>
ed.
ori
enta
tio
n0
.21
4(2
.50
0)
0.1
03
(1.1
07
)—
——
—
FIN
BA
D>
ed.
ori
enta
tion
——
–0.1
85
(–2.8
71)
–0.0
97
(–1.3
12)
——
ED
HO
H1>
ed.
ori
enta
tion
——
——
0.3
21
(3.3
58)
0.2
46
(2.2
29)
ED
HO
H2>
ed.
ori
enta
tion
——
——
0.2
73
(3.1
44)
0.1
52
(1.5
01)
ED
HO
H3>
ed.
ori
enta
tion
——
——
0.3
62
(3.9
22)
0.2
26
(2.1
46)
Ed
.O
rien
tati
on>
ou
tco
me:
ed.
atta
inm
ent
0.3
64
(4.9
76
)—
0.3
62
(5.0
71)
—0
.433
(5.6
66)
— (Co
nti
nu
es)
Poverty, adolescent well-being and outcomes 1175
Copyright # 2010 John Wiley & Sons, Ltd. J. Int. Dev. 22, 1162–1182 (2010
DOI: 10.1002/jid
)
Tab
le3
.(C
onti
nu
ed)
Var
iab
les
BY
P1
99
4–
19
96
pre
dic
tin
ged
uca
tio
nal
atta
inm
ent
in2
00
8
BY
P1
99
4–
19
96
pre
dic
tin
go
ccu
pat
ion
in2
00
8
BY
P1
99
4–
19
96
pre
dic
tin
ged
uca
tio
nal
atta
inm
ent
in2
00
8
BY
P1
99
4–
19
96
pre
dic
tin
go
ccu
pat
ion
in2
00
8
BY
P1
99
4–
19
96
pre
dic
tin
ged
uca
tio
nal
atta
inm
ent
in2
00
8
BY
P1
99
4–
19
96
pre
dic
tin
go
ccu
pat
ion
in2
00
8
Ed
.O
rien
tati
on>
ou
tco
me:
lab
ou
rm
ark
etst
atu
s
—0
.13
0(2
.29
4)
—0
.122
(2.2
12)
—0
.140
(2.5
29)
x2
21
5.3
(53
df)
21
4.7
(55
df)
23
3.7
(53
df)
22
5.2
(56
df)
22
4.2
(61
df)
21
5.8
(65
df)
CF
I0
.891
0.8
97
0.8
89
0.9
04
0.8
95
0.9
08
TL
I0
.899
0.9
06
0.9
00
0.9
14
0.8
99
0.9
13
RM
SE
A0
.057
0.0
54
0.0
58
0.0
53
0.0
52
0.0
47
N9
34
99
61
02
21
09
09
76
10
40
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DOI: 10.1002/jid
1176 M. Tomlinson and R. Walker
)
Poverty, adolescent well-being and outcomes 1177
the 2008 outcome variables were excluded to increase the sample size and deal with the
impact of attrition as previously affirmed.
Parental guidance reduces delinquent behaviour in all the models; and parental guidance
and delinquency both have an impact on educational orientation. Parenting positively
increases educational orientation while delinquent behaviour decreases it. In terms of
outcomes it is clear that educational orientation in turn positively affects the three variables
of interest. It significantly contributes to enhanced self-esteem in childhood in all the
models and increases the likelihood of higher educational attainment and better labour
market status in adulthood. Presenting the same findings slightly differently, delinquency is
seen to have a negative impact on all three measures of achievement through its effect on
educational orientation. However, parental guidance can serve to reduce delinquent
behaviour while also directly enhancing a child’s educational orientation.
We also estimated models with controls for age and gender on all the latent concepts
(these models are not reported here). Although the fit statistics were reduced, the models
confirmed that, while delinquency increased with age, neither education nor self-esteem
varied between the ages of 11 and 16 and parental guidance was similarly invariant by age.
However, being a girl increased educational orientation and parental guidance while being
female also reduced self-esteem. The essence is that although there are gender differences,
for instance, in terms of self-esteem and educational orientation, they do not fundamentally
alter the logic of the model. In other words although gender may reduce a girl’s self-esteem
relative to a boy’s (all other things being equal) there is still a statistically significant
relationship between the factors conceptualised in the models which does not change.
Higher educational orientation will still lead to higher self-esteem despite gender.
In addition to this, from an examination of the controlling variables it is also evident that
income has an effect on educational orientation. Thus the poorer the household that the
child lives in the less likely it will be that the child will have a high educational orientation
(with the consequence that they will eventually perform less well in terms of final
educational attainment and labour market status). Financial strain has a similar impact, but
only in the models predicting educational achievement. Thus children in those households
that are not coping well with their finances are also statistically less likely to have high
educational orientation and to succeed in leaving education with high qualifications
Therefore even in households that may technically not be poor, but are nevertheless in
financial difficulty, children have a tendency to perform less well at school. Finally, as
would be expected, parent’s education is found to be associated with their child’s
educational outlook (Tables 2 and 3). Children in households headed by more educated
adults will have a greater chance of having a higher educational orientation.
However, the results of models with these controlling variables need to be treated with a
degree of caution. When income, education of the head of household and financial strain
are all included in the model together, only education tends to remain significant. This is no
doubt because there are very high correlations between these three variables. Thus it is
difficult to say with certainty, taking the income models in isolation, whether poverty is the
direct cause of the fall in educational orientation or whether it is due to other factors such as
status, class and education.
Nevertheless, the models do demonstrate that parental guidance and low levels of
delinquency can potentially offset some of the negative effects of low income and financial
hardship, although the routes by which this occurs remain to be investigated. In other words
(and in line with much of the literature) if a child in a poor household has dependable
parents and avoids delinquency then they will have a better chance of succeeding in the
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1178 M. Tomlinson and R. Walker
present (in terms of self-esteem) and in the future (in terms of crucial adult outcomes). This
is not to say that the benefits of good parenting outweigh the effects of poverty and
household financial pressures on children; indeed, comparing the size of the coefficients
shown in Figure 3 suggests that parental engagement is not in itself sufficient to prevent
delinquency or to neutralise its negative impact on a child’s educational orientation; and
also that extra income may have a more powerful positive effect on this aspect of child
well-being than good parenting alone. However, what is without doubt is that parenting,
access to resources via income and other parental endowments and the absence of
delinquent behaviour are all part of the explanation of what constitutes a good childhood.
6 CONCLUSIONS
It has been demonstrated that a SEM of adolescent circumstances and the transmission of
disadvantage can be used to reveal the potential impact of various individual and contextual
attributes on adult outcomes. If we take educational orientation and performance to be at
the crux of early determinants of academic and labour market performance then it has been
shown that parental guidance, parental endowments, household finances and the avoidance
of delinquency all play a significant part in the process. However, it is no simple matter to
determine which of these factors is more or less important for the child not least because
they tend to work in concert. One conclusion from these observations is that any policy
programme to address these issues would be more successful if it employed a
comprehensive package that includes poverty alleviation, alongside educational assistance,
improving parental relations in terms of communication, and financial support in order to
assuage the impact of disadvantage on future life chances in children. Not only is it likely to
be necessary to tackle multiple impediments but the effectiveness of one intervention may
be lessened if another is not in place.
The results suggest that dealing with low income alone will only be a partial solution at
best to problems of social mobility and the underachievement of children. How far these
results prove pertinent in other contexts particularly developing nations has yet to be
determined. However, there is a growing evidence of the cumulative effects of
disadvantage across the world and evidence is emerging that the influences and well-
being of children in the here and now are powerful predictors of their future life chances
irrespective of where they live (Harper and Marcus, 2003; Walker et al., 2007; Engle and
Black, 2008; Behman et al., 2010). The increasing availability of panel data, such as that in
Mexico and Guatemala, is beginning to facilitate research into the longer-term scarring
effects of poverty and disadvantage on children that in all probability reduce opportunities
and restrict constructive outcomes (Akee et al., 2010; Behman et al., 2010). Moreover, the
unique contribution of the techniques employed in this research is that they allow the
simultaneous investigation of the relative strengths of different childhood influences on
multiple future outcomes and permit the causal pathways to be validated. Not only does
this extend the power of explanatory models, the results may also help policymakers to
ascertain factors to which they should focus more resources and in what specific contexts
resources are constrained. For example, from the coefficients in our models it appears that
income is more important than parental guidance in shaping a child’s educational
orientation but that delinquency has the largest overall impact. This may not be the case in
other cultures. Perhaps inevitably, the results presented raise more questions than can be
answered with the current level of analysis, which is primarily cross-sectional. A deeper
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Poverty, adolescent well-being and outcomes 1179
investigation of the longitudinal aspects of the BYP should enable us to disentangle to a
greater extent the true causes and determinants of childhood well-being and ultimately
critical outcomes later in life. Future research is planned to exploit the longitudinal nature
of the BYP and explore other controlling factors by including the personality of the child,
other parental characteristics and the child’s environmental situation in terms of
neighbourhood and housing. This will be undertaken in tandem with examining trajectories
of well-being in adolescence and their impact on later outcomes using a latent growth
modelling framework which takes the SEM method further by incorporating well-being
and poverty dynamics. Crucially a more multi-level approach to the data which can take
unobserved personal and household characteristics into account will take us another step
further in our understanding of the mechanisms which restrict children from realising their
ultimate potential.
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