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2000115-Strengthening-Communities-with-Neighborhood-Data

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Advances in Analytic Methods for <strong>Neighborhood</strong> <strong>Data</strong> 309<br />

tended to stay <strong>with</strong>in the racially segregated areas of their cities rather<br />

than being exposed to suburban areas or ones <strong>with</strong> predominately white<br />

populations. Finally, families assigned to the voucher group did not necessarily<br />

move, and many families in the control group did not stay in<br />

their initial unit. Moreover, movers often moved again after their initial<br />

assignment, limiting their exposure to the lower-poverty condition.<br />

Given the practical limitations on random assignment of households<br />

to neighborhoods, the search continues for methodological improvements<br />

that have the potential to address the problem of selection bias while<br />

achieving broader population representation and accurately reflecting<br />

the processes of residential mobility. Sharkey (2012) demonstrates how<br />

longitudinal survey data can be used to model the effect of living in<br />

disadvantaged neighborhoods by exploiting the change in concentrated<br />

disadvantage that occurs over time in neighborhoods. He defines the<br />

equivalent of the experimental treatment as living in a neighborhood<br />

that decreased in concentrated disadvantage over a 10-year period. The<br />

control condition is defined as living in a census tract that stayed the<br />

same or went up in concentrated disadvantage. To control for selection<br />

bias into neighborhoods, the experimental and control groups are rigorously<br />

matched at the beginning of the 10-year window on neighborhood<br />

disadvantage in the preceding 10-year period. The outcomes for the individuals<br />

are observed during the 10 years following the treatment. Among<br />

other things, this study demonstrates that it is possible in a national sample<br />

to observe sizable neighborhood changes (e.g., those in the treatment<br />

group saw their neighborhoods fall by more than one standard deviation<br />

in concentrated disadvantage) and to model the effect of neighborhood<br />

improvement on individual outcomes after neighborhood selection bias<br />

has been taken into account.<br />

As illustrated above, considerable scientific research effort has been<br />

directed at trying innovative techniques to estimate the impact of neighborhood<br />

disadvantage on individuals, net of their residential choices and<br />

mobility constraints. However, residential mobility, neighborhood selection,<br />

neighborhood effects, and neighborhood change are interrelated<br />

processes that are of considerable importance because they not only affect<br />

individuals and households, but at the aggregate level they are responsible<br />

for the social transformation of neighborhoods and cities. In their<br />

essay that follows this chapter, Galster and Hedman argue that rather<br />

than narrowly focusing on making neighborhood selection ignorable,<br />

which tends to require designs that limit the ability to generalize study

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