Background
The ranking of higher education institutions has become significantly more popular, and is considered a key resource for the public in choosing a college to attend. With millions of online visitors, different sources offer their rankings based on varying metrics. However, there is much criticism in their methodology as it can misinform the public and perpetuate a “quality” myth associated with highly selective institutions, and it may contribute to social inequality due to stratifying student socio-economic background into ranking tiers. None of the current popular rankings employ metrics that gauge an institution’s “value-added” contribution to their student’s post-attendance success. Value-added ranking offers a way to determine the rank of each institution by statistically controlling for a large range of input factors, putting each institution on the same scale.
Description
Researchers at the University of Nevada, Reno have developed a series of algorithms that determine an institution’s rank based on a set of “value-added” metrics. This offers a more accurate estimate of a college’s performance in graduating financially successful students. The ranking data are presented through an online interactive reporting system which offers a wide range of data segmentation functions to produce customized reports by type of institution in order to provide necessary context for meaningful ranking comparison. The “value added” ranking rests on an index score composed of four key academic progress and post-enrollment/graduation student outcomes including: 1) intergenerational income mobility rate, 2) federal loan repayment rate, 3) six-year graduation rate for Bachelor’s degree seeking students, and 4) freshman retention rate, after accounting for student and institutional resource input factors. Data segmentation factors include institution mission, enrollment size, control, geographic region/state, Carnegie classification, accreditation region, predominant degree offered, and degree of urbanicity. Both actual and normalized outcomes are reported to assess the institutional value added.
Advantages
- Uses publicly available data for transparency
- Composite score is weighted heavily on outcomes of heightened concern (i.e. student loan repayment rate and intergenerational income mobility rate)
- Includes a detailed explanation of the ranking, contextual narrative, and technical supplements documenting data elements used and the analytical framework that underpins the value-added calculation.
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)
UNR19-006