Introduction
I have been working with Dr Amanda Sheely on a project that examines how US state institutions govern socially marginalised women. We have focused on the development of the criminal justice, welfare and child welfare institutions and how they have worked together to regulate and control the behaviour of women. Our findings so far reveal a mixed picture of women’s supervision: while there is some overlap between the systems in terms of their target populations, there are also divergences in the implementation as they place the competing demands of work and care on poor parents, particularly mothers.
Methods
I first started with conducting a literature review on the criminal justice, welfare, and child welfare systems in the United States. I researched and summarised studies on the historical development of and current treatment of women in each of these three systems. This was done the goal of mapping out the links between them as well as their approaches to supervision. I then researched data sources for caseload and expenditures for the systems. I found and compiled census and survey data in order to create a quantitive dataset which would allow us to analyse long-term trends at both the state and national level.
Building on the research that I have been conducting with Dr Sheely, I also submitted an award-winning written pitch to the LSE Student Ideas Showcase titled ‘Unseating the welfare queen? COVID-19 and reform in American state institutions’. I argued that the US government’s response to the pandemic, as seen in the sweeping CARES ACT, shows the state has the potential to move beyond punitive responses to poverty and can instead work to address the needs of marginalised groups.
In addition, I also attended the LSE Single Parents Conference, which involved both a public event titled ‘Where are all the Welfare Queens?’ as well as a two-day conference. The conference explored a range of topics such as the economic impact of single parenthood, the effectiveness of income support, and the experiences of single fathers. For this conference I created an annotated bibliography summarising the participants’ work on lone parents.
Research and Findings
From my literature review, I found that developments in state level systems following the 1996 Personal Responsibility and Work Opportunity Act (PRWOA) have tended to move in the same direction. More punitive regimes which have lower unemployment benefits and higher criminal justice caseloads tend to have increased intervention in child welfare. There are also gendered and racial dimensions to the links between these systems. The same ethnic minority communities which are frequently subject to child welfare intervention are also those which are heavily policed. In addition, parents — particularly single mothers —often face contradictory expectations of work and care from the welfare and child welfare systems respectively. More generally, American social policy discourse is driven by the myth of the welfare queen who is “a never-married single mother who is dependent on public assistance and refuses to work”.
In seeking to explore the development of women’s supervision, our research has sought to bring together caseload and expenditure data on the criminal justice, welfare and child welfare systems. We also aimed to explore the extent of coordination or divergence across race and gender. However, this broad scope has also made sourcing and creating an adequate dataset from which we could examine long-term trends difficult. Even as I was able to create a dataset for the child welfare system using National Child Abuse and Neglect Data System (NCANDS) data and another dataset for the welfare system using Temporary Assistance for Needy Families (TANF) data, I faced challenges in creating a long-run data set for the criminal justice system due state-level differences in the classification of community supervision. Hence, Dr Sheely and I unfortunately concluded that the current data was unsuitable for analysis long-run trends at the state-level.
Figure 1 - National caseloads for US criminal justice, child welfare and welfare systems
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)
Still, preliminary findings reveal that in the past ten years, the numbers of women on probation and parole have decreased slightly and the numbers of women receiving TANF support have also decreased, albeit much more sharply. At the same time, child welfare caseloads have remained relatively stable. However, given state-level differences in the nature of supervision, more research needs to be done in order to determine if these trends indicate co-ordination or divergence between the systems as a whole.
I also had the opportunity to be involved with Dr Sheely’s work on single parents. The LSE Single Parents Conference was a valuable opportunity to learn more about the related social policy challenges that they face and the role of policy in better supporting lone-parent families. A key takeaway I had from the conference was the diversity of lone parenthood, which stands in stark contrast to the homogenising myth of the welfare queen. The presentations also highlighted the unequal economic challenges that lone parents face in societies which are premised on a model of dual-income earners. The marginality of lone parents was also a theme that had surfaced in my work with Dr Sheely as this group often finds themselves bearing the brunt of the state’s attempts to regulate and control behaviour through the criminal justice, child welfare and welfare systems.
Personal Reflections
I am very grateful to be able work closely with Dr Sheely and have had an immensely enjoyable and enriching experience. I also would like to thank the Phelan US Centre for the opportunity and Ade, Eileen and Isini for their support in running this programme. As a Social Policy student, the research assistantship has allowed me to explore my interest in state institutions and examine in detail the effects of policy on marginalised groups. It has also provided me with valuable research skills and experience which I will put to good use in the course of my graduate studies.