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Long-Term Dynamics of Neighborhoods and Crime: The Role of Education Over 40 Years

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A Correction to this article was published on 09 November 2021

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Abstract

Objectives

Over the last 40 years, considerable changes have occurred in both education and crime, and in this study, we examine the longer-term consequences of education for violence in communities. We argue that the impact of education on crime depends on the temporal and spatial context of educational levels. Specifically, we focus on whether the type of educational attainment matters and the broader historical context. We also examine whether these patterns are robust for different regions of the city and racial/ethnic compositions of neighborhoods.

Methods

Using longitudinal neighborhood data over 40 years in St. Louis, Missouri, we test whether education has consequences for violent crime with a series of two-way fixed effects models.

Results

Neighborhoods with more college degrees in more recent time periods are generally associated with reductions in violent crime, especially in the white, southern region of the city. In contrast, neighborhoods with greater reliance on high school degrees were associated with violence reduction in the past, especially in the Black, northern part of the city, but the relationship no longer holds in the modern era. Both time and place therefore matter for education’s association with crime in neighborhoods.

Conclusion

The findings provide evidence that educational attainment has important consequences for neighborhood crime, but this relationship depends on the kind of education, historical temporal period, and region of the city. Overall, communities with more college degrees are consistently associated with reductions in violence in more recent decades.

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Notes

  1. Nevertheless, a challenge has emerged in the literature in regards to these systemic and social disorganization theories of neighborhood crime, which suggest that poor communities are organized (e.g., see Sánchez-Jankowski 2008; Whyte 1943), and other work argues that many places with strong kin and friendship ties can also have higher crime rates (Pattillo 1998; Sampson 2012).

  2. Moreover, even amongst different kinds of universities (public vs. private), there is evidence of inequality in the spatial distribution of social friendships among students who attend schools (e.g., private school students often have a much broader spatial footprint in where students come from who attend, see Spiro et al. 2016).

  3. We use 2005–2009 ACS data rather than the 2010 census since the ACS data are already in year 2000 tracts.

  4. Census tracts are also a useful approach since neighborhood census data are not available in micro units at earlier decades but tract data is available, and tracts’ boundaries can be standardized between decades.

  5. As of the 2000 census, there were 113 tracts for St. Louis, but four census tracts had zero population or low population (e.g., a tract with a large cemetery) and were omitted from the analyses. We use the same analytical sample for St. Louis that Peterson and Krivo 2010 used in their study. The sample sizes in the tables are 544 rather than 545, and this is because one tract in 1970 had missing data, and this observation was omitted from the analysis.

  6. Specifically, blocks are mostly contained within the named neighborhoods, although tracts are relatively similar too. We first intersected the blocks with the named neighborhoods in ArcGIS, and we then merged in the block population data, and used it to apportion the crime data. To assess this procedure, we used our crime data from 2010 that has x–y coordinates. We put our 2010 data into the named neighborhood units and apportioned them into year 2000 units. As a comparison, we used the x–y coordinates of the 2010 crime data and aggregated them directly to 2000 census tracts. We then correlated the violent crime measures using the apportioned units and the crime data aggregated directly to 2000 census tracts. The correlation was .93, which suggests that this apportionment approach is reasonable.

  7. As an assessment of the quality of these data, we compared the distributions of the counts of crime at each decade with the reported Uniform Crime Reports that are available at the city level for each time point. All data were quite similar with the reported uniform crime report data, and this gives us confidence in the quality of these data. Of course, these data also are subject to the issues of official police data with not all crimes being reported or recorded (Lynch and Addington 2007; MacDonald 2001). Yet, Baumer (2002) noted that these reporting practices are not related systematically to neighborhood characteristics, therefore suggesting that the coefficients are unbiased. We also do not focus on rape or sexual assault given well-known issues with this crime type.

  8. We tested whether there were crime type differences amongst the different crime categories of violent crime by estimating separate models for homicide, aggravated assault, and robbery. The results were nearly identical and given the abundance of tables, we only show the results for our general measure of violent crime. Future research might also examine the consequences of education for other types of crime (i.e., property crime), as well as heterogeneity within various crime types (Kubrin and Herting 2003; Kubrin and Weitzer 2003).

  9. For 1970 and 1980, the census asked about the number of years of school each person completed (e.g., high school 1 year, high school 2 years, high school 3 years, etc.). For 1990, 2000, and 2010, the census question changed to reflect the level of school completed and type of degree. For the 1970 and 1980 census, we follow the Census’ approach to compare educational attainment over time by only focusing on high school for 4 years completed (or higher) or college degree 4 years (or higher). While some prior work has examined ‘years of education’ (e.g. See Lafree et al. 1992), we do not use this approach for a few reasons. First, the census does not ask about years of education in 1990, 2000, or 2010, and abandoned this practice for the 1990 census (see Kominski and Adams 1994; Kominski and Siegel 1993). Second, we are primarily interested in the qualitative distinction and credential of a college degree (not number of years educated), and this implies nonlinear (categorical) change. Third, many students, particularly in the modern era, likely go to school for many years (e.g., 5 years to obtain a college degree) or part time, and thus they may have more years of education but without a degree, suggesting more measurement error if we used this approach.

  10. As another approach, some research has created an economic disadvantage factor. We did not use this approach because we are interested in within neighborhood change over time, and thus we would be comparing relative standardized within unit changes over time. As such, these analyses would allow for possibility that changes in other neighborhoods driving some of the within unit change. Thus, a neighborhood could appear to be changing simply because of its position in the distribution of a neighborhood factor score. It is also more conceptually challenging to interpret over time, and there are few measures available to compute over the 40 year time period. We did test some ancillary models that created a factor score with poverty, unemployment, and single parent families, and the inclusion of this measure did not alter our main findings, giving us further confidence in our models. Finally, we also estimated models using only unemployment, and the results were substantively the same.

  11. For 1970, the heterogeneity measure is only based on 4 categories since there is not a measure of the percent Asian in the Census for this decade. This group is thus combined with the other category.

  12. Rather than focusing on heterogeneity, another approach would include measures of individual racial/ethnic groups. We tested this possibility, and given that Black and white residents are by far the largest groups in St. Louis, we estimated a series of ancillary models that included the % Black residents. The results were the same, and the % Black measure was not significant for any of the models. We also note that this measure is correlated with our disadvantage measure (.76 on average over time), and overall, this gives us further confidence in our results. Finally, We also test models in the paper that examine differences by racial/ethnic composition of the neighborhood.

  13. Recent work on immigration shows it is protective for communities, particularly during the 1990’s crime decline (Martinez et al. 2010; Ousey and Kubrin 2018). One explanation for these findings would suggest that they are due in part to high educational achievement among many immigrants, and thus we control for immigration.

  14. We account for the binning nature of the data (i.e., the census only asks about income categories) using the Pareto-linear procedure with the prln04.exe program (Nielsen and Alderson 1997). This measure is correlated with poverty on average over decades at .23.

  15. We also estimated a series of ancillary models that did not include neighborhoods with less than 1000 residents. The results from these models were essentially identically to the models shown in the tables.

  16. The random effects model is another approach to understanding change in neighborhoods over time, and this approach theoretically would be quite different since it assesses differences between neighborhoods. While we think this is an interesting research question, our focus is on within neighborhood change and the fixed effects have the added benefit of accounting for time stable unobservables. Nonetheless, we did perform as Hausman test that allows for testing systematic differences between random and fixed effects models. The test was significant, suggesting that fixed effects is both theoretically and empirically the better approach.

  17. As ancillary models, we also estimated multilevel mixed effects models that included random effects for neighborhoods and time. For these models, we included a random intercept for each neighborhood and the effect of time was allowed to vary across each neighborhood as a random slope. The results from these models were substantively the same as those presented in the text, which further strengthens our findings.

  18. It is well-known that Stata’s “xtnbreg, fe” command is not a true fixed effects model, and one approach to estimate fixed effects is to use dummy variables (Allison 2009). One challenge with this approach is what is often referred to as the ‘incidental parameters problem’. To assess this issue, we estimated models without using neighborhood dummy variables, but we included our neighborhood entity fixed effects through Stata’s estimation commands (i.e., xtpoisson, fe) and added time dummies, and the results were substantively the same, giving us further confidence in the results.

  19. As another set of ancillary models, we included a lagged violent crime rate with all of our models. This measure did not alter the substantive pattern of results, and this further strengthens our findings.

  20. We also tested models with a 65% majority threshold and the results were similar.

  21. Other researchers have used a similar modeling strategy when using states as units to understand punishment over decades (Campbell et al. 2015; Greenberg and West 2001; Jacobs and Carmichael 2001). We did estimate ancillary models for each decade separately and the results were similar. Also, we note that one study used time series models of crime trends in cities from 1960’s to 2000 suggests that there is little evidence that crime trends are historically contingent (LaFree 1999; McDowall 2002; McDowall and Loftin 2005; see also Parker et al. 2017). We are not aware of any research to date that has examined the historically contingent nature of different neighborhood predictors on crime.

  22. To study neighborhoods or micro places over time, some studies have employed group based trajectory models (Stults 2010; Weisburd et al. 2004). While this approach is reasonable for some research questions (see also Bauer 2007; Bollen and Brand 2010; Kreager et al. 2011; Martinez et al. 2010; Nagin and Tremblay 2005), we are interested in within neighborhood processes, but the studies that employ those trajectory models nearly always focus on between neighborhood differences in the types of trajectories. The group based trajectory models employed most often in the literature also do not account for potentially important time stable unobserved characteristics (which we do with our fixed effects), as well as baseline differences among neighborhoods. Finally, the fixed effects models allow for easily testing differences between discrete historical contexts. We are aware of no work testing period change with group based trajectory models in that the change is assumed to operate in the same way across the entire time period of study. In this paper, we explicitly test whether neighborhoods experienced a discrete change in different decades for education.

  23. Collinearity was tested with Philip Ender’s Stata ado file: ‘collin’. All variance inflation factors were under 4, thus there is no evidence of an issue in regards to collinearity. We tested for outliers using studentized residuals from models estimated as linear regressions (the outcome was converted to a rate). We then estimated models without observations with studentized residuals greater than or less than 2, and the results were the same.

  24. One possibility for future research is that many of the high crime neighborhoods are located on the boundary (Delmar Blvd) separating the north and south regions of St. Louis. As such, the position of a neighborhood within a region in tandem with the placement of boundaries may be important for crime patterns.

  25. As one comparison between the map for violent crime (Fig. 1A) and racial/ethnic composition (Fig. 1B), as well as considering the average plots in “Appendix Fig. 7”, we see that Black and mixed neighborhoods generally have higher crime rates than white neighborhoods on average. But, the cold spots on the extreme end of the distribution are always in white neighborhoods over time, while the ‘hot spots’ are most often in majority white neighborhoods in the 1970’s, but in more recent decades they are located in majority Black or mixed neighborhoods. Moreover, many of the cold spots are largely surrounded by other white neighborhoods, while the Black and mixed neighborhood hot spots are often sharing a border between different racial/ethnic compositions (i.e., Black neighborhoods next to white neighborhoods or mixed neighborhoods next to Black neighborhoods), suggesting future research more explicitly consider these patterns as a part of a larger socio spatial process (see also Boessen and Hipp 2015). Further, some of the areas with no population near downtown (i.e., railroad tracks) and key road boundaries (i.e., Delmar Blvd.) effectively shape high crime hot spots.

  26. As noted in Appendix, the correlation between poverty and bachelor’s degrees is − .19, suggesting these while correlated as would be expected, it is relatively modest.

  27. Because the regions are time-invariant, these differences were previously differenced out in our fixed effects models (see also Bollen and Brand 2010). Although not shown in the tables, we estimated ancillary models that included interactions between region and each decade timepoint to assess whether the regions were statistically different over time in their consequences for crime. These models indicated that the most recent decades (2000 and 2010) were significantly different from earlier decades (1970, 1980, and 1990), suggesting that we are theoretically and empirically justified in assessing differences by region. As another approach, we removed both sets of fixed effects from the models, and estimated separate models for each timepoint. With these models we could include our indicator for region, and it was significant in all of the models. We also tested these models with indicators for various racial compositions of neighborhoods with a series of N-1 dummy variables (white, Black, or mixed), and the results showed differences over time by racial composition of neighborhood. Taken as a whole, these ancillary models indicate we are theoretically and empirically justified for our models by region and racial/ethnic composition of neighborhood.

  28. We also estimated models without racial/ethnic heterogeneity in the models, and the results were the same.

  29. We show additional models with 1990 and 2010 as the reference groups in Appendix Tables 12 and 13, comparing the third time point (i.e., the 1990’s) and the last time point (i.e., the 2010’s).

  30. Although we are interested in each individual period effect, we used Stata’s ‘testparm’ command to jointly test each set of interactions as a Wald test (see also Paternoster et al. 1998). The result of these tests are consistent with the results presented, suggesting overall differences in the effects in different time periods.

  31. We also briefly point out that these race/ethnicity majority neighborhood analyses are essentially comparisons between other similar (i.e., within group) neighborhoods (i.e., comparing white majority neighborhoods with other white majority neighborhoods), but this approach does allow for seeing their effect when plotted.

  32. It’s also worth keeping in mind that there are only 5.2% (N = 11) mixed neighborhoods in 1970 and 12.8% (N = 14) in 1980, but this grows to 33% (N = 36) by 2010 and the crime rates in these areas are still relatively high when compared to white neighborhoods.

  33. We also tested models using unemployment (rather than poverty), and the results were substantively similar.

  34. We also tested whether high school degrees act as a mediator between poverty and violence, and there was no evidence of any indirect effects of poverty on violence being mediated by high school degrees.

  35. We also estimated these models without the lagged violent crime measure, and the results were substantively the same.

  36. The data are available at ICPSR: https://www.icpsr.umich.edu/icpsrweb/RCMD/studies/27501.

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Acknowledgements

Funding for this study was obtained from the University of Missouri St. Louis through the School of Public Policy’s Creating Whole Communities Fellowship and though the College of Arts and Sciences Research Grant Program. We also thank Lee Slocum for insightful comments on this manuscript.

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Correspondence to Adam Boessen.

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The original online version of this article was revised: The figure 3 (A) and (B) have been corrected.

Appendix

Appendix

See Tables 9, 10, 11, 12, and 13. See Figs. 7, 8, and 9.

Table 9 Correlations
Fig. 7
figure 7

Violent crime rate by region and racial composition over time

Table 10 Summary statistics by region and decade
Table 11 Summary statistics by majority race of neighborhood and decade
Table 12 Models with 1990 as reference group
Table 13 Models with 2010 as reference group
Fig. 8
figure 8

Figures %bachelor’s degrees on violent crime by racial composition 1970–2010

Fig. 9
figure 9

Figures %high school degrees only on violent crime by racial composition 1970–2010

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Boessen, A., Omori, M. & Greene, C. Long-Term Dynamics of Neighborhoods and Crime: The Role of Education Over 40 Years. J Quant Criminol 39, 187–249 (2023). https://doi.org/10.1007/s10940-021-09528-3

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