| Literature DB >> 24525948 |
Abstract
We use many quantitative undergraduate metrics to help select our graduate students, but which of these usefully discriminate successful from underperforming students and which should be ignored? Almost everyone has his or her own pet theory of the most predictive criteria, but I hoped to address this question in a more unbiased manner. I conducted a retrospective analysis of the highest- and lowest-ranked graduate students over the past 20 years in the Tetrad program at the University of California at San Francisco to identify undergraduate metrics that significantly differed between these groups. Only the number of years of research experience and subject graduate record exams (GREs) were strong discriminators between the highest- and lowest-ranked students, whereas many other commonly used admissions metrics (analytical, verbal, and quantitative GREs, grade point average, and ranking of undergraduate institution) showed no correlation with graduate performance. These are not necessarily the same criteria that matter at other graduate programs, but I would urge faculty elsewhere to conduct similar analyses to improve the admissions process and to minimize the use of useless metrics in selecting our students.Entities:
Mesh:
Year: 2014 PMID: 24525948 PMCID: PMC3923635 DOI: 10.1091/mbc.E13-11-0646
Source DB: PubMed Journal: Mol Biol Cell ISSN: 1059-1524 Impact factor: 4.138
FIGURE 1:Testing how various undergraduate metrics correlate with success in graduate school. (A) The six paired bar graphs show the mean and standard error of the mean for the aggregated highest-ranked students (dark bars) and lowest-ranked students (light bars) at UCSF for their undergraduate GREs (percentage is on y-axis), previous research experience (years is on y-axis) and GPA (GPA is on y-axis). Only the number of years of research conducted prior to entering graduate school and the subject GRE were highly significantly different (p < 0.01) for the highest-ranked vs. lowest-ranked students. Of course, differing means are not necessarily useful in making admission decisions, if the distributions are highly overlapping. Most helpful would be a lower threshold one could use for each metric that would minimally exclude the highest-ranked students but maximally exclude the lowest-ranked students. The far right panel shows this analysis. (B) For each metric, a minimum threshold was established that captured 90% of the highest-ranked students, and we calculated how many lowest-ranked students would be excluded if this threshold were applied to everyone. For previous research, a 2-year cutoff rejects <10% of the highest-ranked students but rejects 52% of the lowest-ranked students. Similarly, a threshold score of 77 for the subject GREs rejects <10% of the highest-ranked students but rejects 41% of the lowest-ranked students. For a simulation sampling variance, bootstrapped samples were generated for both the highest-ranked group and the lowest-ranked group (i.e., sampling with replacement from the population, with the same total number of people), the tenth percentile was identified for the highest-ranked group, and we determined what fraction of the lowest-ranked group would be excluded at the cutoff. This analysis was repeated 100 times to generate a box-and-whisker plot. The box includes the interquartile range 25–75% percentile. Only number of years of previous research and subject GREs significantly enrich for the highest-ranked students.