| Literature DB >> 28550078 |
Melissa L Aikens1, Melissa M Robertson2, Sona Sadselia3, Keiana Watkins3, Mara Evans4, Christopher R Runyon5, Lillian T Eby2, Erin L Dolan6.
Abstract
Participating in undergraduate research with mentorship from faculty may be particularly important for ensuring the persistence of women and minority students in science. Yet many life science undergraduates at research universities are mentored by graduate or postdoctoral researchers (i.e., postgraduates). We surveyed a national sample of undergraduate life science researchers about the mentoring structure of their research experiences and the outcomes they realized from participating in research. We observed two common mentoring structures: an open triad with undergraduate-postgraduate and postgraduate-faculty ties but no undergraduate-faculty tie, and a closed triad with ties among all three members. We found that men and underrepresented minority (URM) students are significantly more likely to report a direct tie to their faculty mentors (closed triad) than women, white, and Asian students. We also determined that mentoring structure was associated with differences in student outcomes. Women's mentoring structures were associated with their lower scientific identity, lower intentions to pursue a science, technology, engineering, and mathematics (STEM) PhD, and lower scholarly productivity. URM students' mentoring structures were associated with higher scientific identity, greater intentions to pursue a STEM PhD, and higher scholarly productivity. Asian students reported lower scientific identity and intentions to pursue a STEM PhD, which were unrelated to their mentoring structures.Entities:
Mesh:
Year: 2017 PMID: 28550078 PMCID: PMC5459252 DOI: 10.1187/cbe.16-07-0211
Source DB: PubMed Journal: CBE Life Sci Educ ISSN: 1931-7913 Impact factor: 3.325
FIGURE 1.The two common mentoring triads in undergraduate research experiences. The open triad is on the left, and the closed triad is on the right. F, faculty member; P, postgraduate; U, undergraduate researcher.
Characteristics of the undergraduates used in the analyses: overall and by triad type (n = 680)
| Characteristics | Total | Open triad | Closed triad |
|---|---|---|---|
| Gender | |||
| Male | 245 (36%) | 68 | 177 |
| Female | 435 (64%) | 169 | 266 |
| Race/ethnicity | |||
| White | 320 (47%) | 111 | 209 |
| Asian | 222 (33%) | 94 | 128 |
| URM | 138 (20%) | 32 | 106 |
Means (±SD) or medians for each mediator and dependent variable by gender and race/ethnicitya
| Male | Female | White | URM | Asian | |
|---|---|---|---|---|---|
| Frequency of interaction | 3.10 (0.99) | 2.86 (0.99) | 2.92 (0.96) | 3.22 (1.08) | 2.83 (0.96) |
| Rapport | 4.36 (0.56) | 4.28 (0.62) | 4.34 (0.61) | 4.40 (0.64) | 4.22 (0.55) |
| Scientific identity | 4.14 (0.72) | 4.04 (0.75) | 4.12 (0.75) | 4.25 (0.71) | 3.92 (0.71) |
| Scholarly productivity | 2 | 1 | 1 | 2 | 2 |
| Intentions to pursue a STEM PhD | 3 | 3 | 3 | 4 | 2 |
aMeans are provided for continuous variables (frequency of interaction, rapport, and scientific identity; range: 1–5). Medians are provided for ordinal variables (scholarly productivity [range: 0–3] and intentions to pursue a STEM PhD [range: 1–5]).
FIGURE 2.Direct model showing all pathways tested (solid black and dotted gray lines). The regression coefficient (± SE) for each significant pathway (solid black lines) is shown. Female → closed triad p = 0.003; URM → closed triad p = 0.009.
FIGURE 3.Path model 1 showing all pathways tested (solid black and dotted gray lines). The regression coefficient (±SE) for each significant pathway (solid black lines) is shown. Female → frequency of interaction p = 0.001; URM → frequency of interaction p = 0.001; Asian → rapport p = 0.028; frequency of interaction ↔ rapport p = 0.000; frequency of interaction → closed triad p = 0.000; rapport → closed triad p = 0.000.
FIGURE 4.Path model 2 showing all pathways tested (solid black and dotted gray lines). The regression coefficient (±SE) for each significant pathway (solid black lines) is shown. Female → closed triad p = 0.003 and scholarly productivity p = 0.023; URM → closed triad p = 0.009 and intentions to pursue a PhD in STEM p = 0.005; Asian → intentions to pursue a PhD in STEM p = 0.003 and scientific identity p = 0.005; closed triad → scholarly productivity p = 0.001, intentions to pursue a PhD in STEM p = 0.000, and scientific identity p = 0.000.
Logistic regression results for direct effect modela
| Intercept (±SE) | −0.958 (0.163) | ||
|---|---|---|---|
| Independent variable | e | ||
| Gender | |||
| Female | −0.525 (0.176) | 0.003 | 0.592 |
| Race/ethnicity | |||
| Asian | −0.294 (0.181) | 0.104 | 0.745 |
| URM | 0.617 (0.235) | 0.009 | 1.853 |
| 0.048 | |||
aThe odds of being in the closed triad relative to the open triad was calculated as e. Odds ratios <1 indicate less likelihood of being in the closed triad than the open triad, and odds ratios >1 indicate greater likelihood of being in the closed triad than the open triad.
Indirect effects (± SE) for path model 1
| Mediator: frequency of interaction | Mediator: rapport | |||
|---|---|---|---|---|
| Indirect effect (±SE) | Indirect effect (±SE) | |||
| Gender | ||||
| Female | −0.358 (0.118) | 0.002 | −0.133 (0.084) | 0.115 |
| Race/ethnicity | ||||
| Asian | −0.104 (0.123) | 0.400 | −0.198 (0.093) | 0.034 |
| URM | 0.457 (0.149) | 0.002 | 0.112 (0.105) | 0.289 |
Indirect effects for path model 2a
| Scientific identity | Scholarly productivity | Intentions to pursue a STEM PhD | |
|---|---|---|---|
| Gender | |||
| Female | −2.455* | −2.183* | −2.252* |
| Race/ethnicity | |||
| Asian | −1.498 | −1.415 | −1.437 |
| URM | 2.235* | 2.019* | 2.074* |
aWe used Iacobucci’s (2012) method for categorical variables because we had a binary mediator and two ordinal outcomes. zmed values are shown, which are calculated from the regression coefficients and their standard errors in the path model 2 output. zmed is compared with that of a standard normal distribution, where a value > |1.96| is considered significant (two-tailed distribution with α = 0.05).
*Significant indirect effect.