Treatment of Sex Offenders
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R.J.B. Lehmann et al.<br />
to other metrics for communicating risk (for an example <strong>of</strong> different types <strong>of</strong> risk<br />
ratios and other decisions required in their calculation, see Hanson et al., 2013 ), difficulty<br />
in communicating them to laypeople (e.g., Varela et al., 2014 ), and potential<br />
for misinterpretation. Specifically, risk is generally overestimated if risk ratios are<br />
not properly contextualized with information about base rates (Elmore & Gigerenzer,<br />
2005 ). In the Static-99R example above, knowing that an <strong>of</strong>fender with a score <strong>of</strong> 4<br />
is twice as likely to re<strong>of</strong>fend as an <strong>of</strong>fender with a score <strong>of</strong> 2 has a very different<br />
meaning if the recidivism rate for a score <strong>of</strong> 2 is 4 or 40 %.<br />
Absolute Recidivism Estimates<br />
Absolute recidivism estimates are by far the most frequent quantitative metric<br />
reported for actuarial risk scales. They are reported in approximately 90 % <strong>of</strong> assessment<br />
reports for preventative detention in Canada, compared to percentiles and risk<br />
ratios, which are reported in roughly 40 % and 0 % <strong>of</strong> cases, respectively (Blais &<br />
Forth, 2014 ). In a survey examining Static-99R reporting practices in sex <strong>of</strong>fender<br />
civil commitment evaluations, absolute recidivism estimates were used by 83 % <strong>of</strong><br />
respondents, compared to roughly one third who used either percentiles or risk<br />
ratios (Chevalier, Boccaccini, Murrie, & Varela, 2014 ).<br />
Absolute recidivism estimates can be generated in a variety <strong>of</strong> ways, such as<br />
from observed recidivism rates for a group <strong>of</strong> scores (ideally requiring large sample<br />
sizes for each score) or using methods such as survival analysis or logistic regression<br />
(for discussion, see Hanson, Helmus, and Thornton, 2010 ). Absolute risk information<br />
is easy to understand but hard to obtain with high levels <strong>of</strong> confidence.<br />
Recidivism rates vary based on the follow-up length, so this must be specified.<br />
Additionally, there are several practical complications in obtaining good estimates<br />
<strong>of</strong> recidivism, including underreporting <strong>of</strong> <strong>of</strong>fences, misclassification (e.g., sexual<br />
<strong>of</strong>fences pled down to nonsexual violent <strong>of</strong>fences), prosecutorial discretion, and<br />
legal/policy/cultural changes over time.<br />
Likely due to the myriad factors that influence recidivism, research has found<br />
that absolute recidivism estimates were unstable across samples for the Static-99R<br />
and Static-2002R (Helmus, Hanson, Thornton, Babchishin, & Harris, 2012 ), as well<br />
as the MATS-1 (Helmus & Thornton, 2014 ) and the Risk Matrix 2000/Violence<br />
scale (but not the Risk Matrix 2000/<strong>Sex</strong> scale; Lehmann, Thornton, Helmus, &<br />
Hanson, 2015 ). Additional research has also raised concerns about the generalizability<br />
<strong>of</strong> the recidivism estimates for the VRAG (Mills, Jones, & Kroner, 2005 ;<br />
Snowden, Gray, Taylor, & MacCulloch, 2007 ). Moreover, analyses <strong>of</strong> two samples<br />
found that violent recidivism rates differed between samples after controlling for<br />
the VRS-SO pretreatment score (Olver, Beggs Christ<strong>of</strong>ferson, Grace, & Wong,<br />
2014 ). Some solutions have been proposed for using absolute recidivism estimates<br />
in light <strong>of</strong> this variability (e.g., Hanson, Thornton, Helmus, & Babchishin, 2015 ),<br />
but the adequacy <strong>of</strong> these solutions is not yet known. Minimally, these findings <strong>of</strong><br />
variability suggest that creating and reporting reliable and generalizable recidivism<br />
estimates for actuarial scales are more complicated than previously believed.