3,406,559 research outputs found

    Families and work: revisiting barriers to employment

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    "In recent years, considerable effort has been put into supporting parents to make the transition into work. This study was commissioned by the Department for Work and Pensions (DWP) to explore whether these incentives were helping parents to overcome the barriers known to impede their engagement in the formal labour market. The report is based on fieldwork conducted in 2009. However, the concluding chapter considers the significance of the findings in light of proposals for the introduction of the Universal Credit and other reforms of the tax and benefit systems proposed by the Coalition Government." - Page 1

    Child poverty in Scotland: priority groups: larger families

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    Control Over Work Hours and Alternative Work Schedules

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    [Excerpt] Alternative work schedules encompass work hours that do not necessarily fall inside the perimeters of the traditional and often rigid 8-hour workday or 40-hour workweek. Such schedules allow working people to earn a paycheck while having the flexibility to take care of children, older relatives and other needs. Examples of such schedules include: limits on mandatory overtime, flexible work day, compressed workweek, shift swap and telecommuting. Changes in the workforce and the economy are making alternative work schedules increasingly important for working families trying to balance jobs and family responsibilities

    Families Matter: Multigenerational Families in a Volatile Economy

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    Presents survey findings about factors in the rise in multigenerational families, including job loss and healthcare costs; financial, educational, and other results; and impact on family relationships. Suggests policy options for supporting such families

    Transgender families

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    This chapter focuses on a specific type of transgender family, where one of the parents has come out as being transgender. It discusses the characteristics of these families, as well as some of the difficulties transgender families encounter following the coming out and social gender role transition of a partner and/or parent. The importance of involving partners, family members and the wider community in securing social support while transitioning is emphasized, as well as the value of peer support in various forms (individual and group, as well as face-to-face and on-line). It also highlights the lack of family support within transgender healthcare services and the need for professionals, coming into contact with members of transgender families, to be educated in this area

    Cross-intersecting sub-families of hereditary families

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    Families A1,A2,...,Ak\mathcal{A}_1, \mathcal{A}_2, ..., \mathcal{A}_k of sets are said to be \emph{cross-intersecting} if for any ii and jj in {1,2,...,k}\{1, 2, ..., k\} with i≠ji \neq j, any set in Ai\mathcal{A}_i intersects any set in Aj\mathcal{A}_j. For a finite set XX, let 2X2^X denote the \emph{power set of XX} (the family of all subsets of XX). A family H\mathcal{H} is said to be \emph{hereditary} if all subsets of any set in H\mathcal{H} are in H\mathcal{H}; so H\mathcal{H} is hereditary if and only if it is a union of power sets. We conjecture that for any non-empty hereditary sub-family H≠{∅}\mathcal{H} \neq \{\emptyset\} of 2X2^X and any k≥∣X∣+1k \geq |X|+1, both the sum and product of sizes of kk cross-intersecting sub-families A1,A2,...,Ak\mathcal{A}_1, \mathcal{A}_2, ..., \mathcal{A}_k (not necessarily distinct or non-empty) of H\mathcal{H} are maxima if A1=A2=...=Ak=S\mathcal{A}_1 = \mathcal{A}_2 = ... = \mathcal{A}_k = \mathcal{S} for some largest \emph{star S\mathcal{S} of H\mathcal{H}} (a sub-family of H\mathcal{H} whose sets have a common element). We prove this for the case when H\mathcal{H} is \emph{compressed with respect to an element xx of XX}, and for this purpose we establish new properties of the usual \emph{compression operation}. For the product, we actually conjecture that the configuration A1=A2=...=Ak=S\mathcal{A}_1 = \mathcal{A}_2 = ... = \mathcal{A}_k = \mathcal{S} is optimal for any hereditary H\mathcal{H} and any k≥2k \geq 2, and we prove this for a special case too.Comment: 13 page
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