| Literature DB >> 36107879 |
Stavroulla Xenophontos1, Margarita Zachariou2, Pavlos Polycarpou1, Elena Ioannidou3, Vera Kazandjian3, Maria Lagou3, Anna Michaelidou3, George M Spyrou2, Marios A Cariolou1, Leonidas Phylactou4.
Abstract
Females are underrepresented in the science, technology, engineering, mathematics and medicine (STEMM) disciplines globally and although progress has been made, the gender gap persists. Our aim was to explore gender parity in the context of gender representation and internal collaboration at the Cyprus Institute of Neurology and Genetics (CING), a leading national biomedical organisation accredited as an equal opportunity employer. Towards this aim we (1) explored trends in gender parity within the different departments, positions and qualifications and in student representation in the CING's postgraduate school and, (2) investigated the degree of collaboration between male and female researchers within the Institute and the degree of influence within its co-authorship network. We recorded an over-representation of females both in the CING employees and the postgraduate students. The observed female over-representation in pooled CING employees was consistent with a similar over-representation in less senior positions and was contrasted with an observed male over-representation in only one middle rank and culminated in gender equality in the top rank in employee hierarchy. In terms of collaboration, both males and females tended to collaborate with each other without any significant preference to either inter-group or intra-group collaboration. Further comparison of the two groups with respect to their influence in the network in terms of occupying the positions of highest centrality scores, indicated that both gender and seniority level (head vs non-head) were significant in shaping the authors' influence, with no significant difference in those belonging in the same seniority level with respect to their gender. To conclude, our study has validated the formal recognition of the CING's policies and procedures pertinent to its egalitarian culture through the majority of the metrics of gender equality assessed in this study and has provided an extendable paradigm for evaluating gender parity in academic organizations.Entities:
Mesh:
Year: 2022 PMID: 36107879 PMCID: PMC9477314 DOI: 10.1371/journal.pone.0274356
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.752
Methods for gender distribution of employees in the CING section.
| Section | Analysis | Categories | Statistical Methods |
|---|---|---|---|
|
| Comparison of Gender Distribution in the CING across Divisions | ◦ Research & Diagnostic | Chi-square test of independence & Percentages |
| Comparison of Gender Distribution in the CING Research & Diagnostic Division | ◦ Clinical Genetics Clinic | Fisher’s exact test of independence & Percentages | |
| Comparison of Gender Distribution in the CING Clinical Services Division | ◦ Nursing | Fisher’s exact test of independence & Percentages | |
| Comparison of Gender Distribution in the CING Support Services Division | ◦ Finance & Administration | Fisher’s exact test of independence & Percentages | |
|
| Comparison of Position Rankings between Males & Females | ◦ Head | Fisher’s exact test of independence & Percentages |
| Comparison of top two ranks in clinical and research strands | ◦ Head Neurologist | Percentages | |
| Comparison of PhD & MD Qualifications between Males & Females | ◦ PhD Holders | Percentages | |
|
| Comparison of Years of Service between Males & Females/Recruitment Male: Female Gender Ratio at 4 Year Intervals | ◦ < 4 years of service | Chi-square test of independence & Percentages |
|
| Postgraduate Student Gender Distribution | Annual entries since the school started operation 2012–2020 | Chi-square test of independence & Percentages |
Methods for collaborativeness in CING co-authorship network section.
| Section | Analysis | Categories | Statistical Methods |
|---|---|---|---|
|
| Comparison Analysis of network gender stratified network centralities (Degree, betweenness, closeness, eigenvector) | Male vs Female | Two-sample Mann-Whitney-Wilcoxon test |
| One-tailed Mann-Whitney-Wilcoxon test | |||
| Assortativity | Male vs Female | Assortativity test | |
| (Degree, betweenness, closeness, eigenvector) | Variables | Two-way ANOVA analysis | |
| Degree | ◦ Male Head | Post-hoc test (Pairwise t-test and ANOVA) | |
| Betweenness | |||
| Closeness | |||
| Betweenness | ◦ Male Head | Post-hoc test (Pairwise Wilcoxon test and Kruskal-Wallis test) |
Fig 1Gender distribution of employees in the CING.
A. Histogram plots of the gender distribution of employees in the three divisions (Clinical Services, Research & Diagnostic and Support Services) in the CING. B. Histogram plots of the gender distribution of employees in the CING Departments (Clinics, Laboratories and Facilities). C. Histogram plots of the gender distribution of employees in the Clinical Services departments. D. Histogram plots of the gender distribution of employees in the Support Services departments of the CING.
Fig 2Gender representation across positions in the CING.
A. Histogram plots of the gender distribution of employees in position rankings in the Research & Diagnostic division in the CING. B. Histogram plots of the two top ranks in the scientific strand. C. Histogram plots of the two top ranks in the clinical strand.
Fig 3Comparison of years of service between males & females.
Histograms of recruited employees per 4-year interval.
Fig 4Successive academic year postgraduate student gender representation.
Histogram of the percentage of female and male students recruited in across 8 consecutive academic years.
Fig 5Gendered co-authorship network of CING employees.
Circle nodes indicate male authors, whereas square nodes indicate female authors. A link between two nodes/authors indicates co-authorship of at least one research paper.
Fig 7Raincloud plots for the male/female group centralities.
The raincloud plots with boxplots for the scores of the computed centralities for the female and male author groups in the CING co-authorship network including the average (1) degree for all (2) degree for male authors (M Degree) to male/female authors, (3) degree for female authors (F Degree) to male/female authors, (4) betweenness, (5) closeness and (6) eigenvector centrality.
Fig 6Departmental co-authorship network of CING employees.
Square nodes indicate female authors and circle nodes indicate male authors. Node colour indicates department affiliation whereas a link between two nodes/authors indicates co-authorship of at least one research paper.
CING co-authorship network centralities.
The top quantile scored authors (N = 27) sorted based on the centralities degree (DEG), betweenness (BTW), closeness (CLS) and eigenvector (EIG). The authors’ gender (G) is included (F/M) as well as the annotation whether they are part of the Head (H) group with yes (Y) or no (N).
| ID | DEG | G | H | ID | BTW | G | H | ID | CLS | G | H | ID | EIG | G | H |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
|
| 51 | M | Y |
| 866.309726 | M | Y |
| 0.00609756 | M | Y |
| 1 | M | Y |
|
| 41 | M | Y |
| 601.025174 | M | Y |
| 0.00571429 | M | Y |
| 0.77188497 | M | Y |
|
| 36 | M | Y |
| 473.000207 | M | Y |
| 0.00546448 | M | Y |
| 0.75289375 | F | Y |
|
| 35 | F | Y |
| 399.614659 | M | Y |
| 0.00540541 | F | Y |
| 0.72562001 | M | Y |
|
| 33 | M | N |
| 383.899932 | F | Y |
| 0.00534759 | M | N |
| 0.69134467 | M | N |
|
| 30 | F | Y |
| 331.008427 | F | Y |
| 0.00529101 | F | Y |
| 0.63712085 | F | N |
|
| 29 | M | Y |
| 327.237835 | M | Y |
| 0.00526316 | F | N |
| 0.61856081 | F | Y |
|
| 28 | M | Y |
| 326.279208 | M | Y |
| 0.00512821 | F | Y |
| 0.61236901 | M | Y |
|
| 28 | F | Y |
| 288.109606 | M | N |
| 0.00510204 | M | N |
| 0.59252726 | M | Y |
|
| 27 | F | N |
| 241.275015 | M | N |
| 0.00507614 | F | N |
| 0.57738678 | M | N |
|
| 27 | M | Y |
| 226.283038 | F | Y |
| 0.00505051 | M | Y |
| 0.56524883 | M | Y |
|
| 24 | F | Y |
| 185.154143 | F | Y |
| 0.00505051 | F | Y |
| 0.55348565 | M | Y |
|
| 24 | M | Y |
| 176.492417 | M | N |
| 0.00502513 | M | Y |
| 0.53967297 | F | N |
|
| 23 | M | Y |
| 172.783835 | F | Y |
| 0.005 | M | Y |
| 0.52088075 | F | Y |
|
| 23 | F | N |
| 170.794124 | F | Y |
| 0.005 | M | N |
| 0.51062491 | M | N |
|
| 23 | F | N |
| 150.532292 | M | N |
| 0.00492611 | M | Y |
| 0.48767966 | M | Y |
|
| 23 | M | N |
| 146.393773 | F | N |
| 0.00487805 | F | N |
| 0.47764345 | F | Y |
|
| 22 | M | N |
| 143.541169 | F | N |
| 0.00483092 | F | Y |
| 0.47556093 | M | N |
|
| 22 | F | Y |
| 138.655663 | M | Y |
| 0.00480769 | M | N |
| 0.47299052 | F | N |
|
| 22 | M | N |
| 134.536181 | M | N |
| 0.00478469 | M | Y |
| 0.46789572 | M | N |
|
| 21 | M | N |
| 116.021488 | F | N |
| 0.00478469 | M | N |
| 0.45830329 | F | N |
|
| 21 | F | N |
| 103.453974 | F | N |
| 0.0047619 | M | N |
| 0.42536756 | F | N |
|
| 20 | M | N |
| 102.248261 | F | N |
| 0.0047619 | F | Y |
| 0.4149967 | M | N |
|
| 20 | F | Y |
| 91.1682164 | M | N |
| 0.00473934 | F | N |
| 0.40841616 | M | N |
|
| 19 | M | N |
| 81.7609686 | M | Y |
| 0.00471698 | M | N |
| 0.4038118 | F | N |
|
| 19 | M | N |
| 80.7629666 | M | N |
| 0.00471698 | F | N |
| 0.40038986 | F | Y |
|
| 18 | F | N |
| 77.1641899 | M | N |
| 0.00469484 | M | N |
| 0.39868518 | F | Y |
Fig 8Post-hoc analysis for network centralities.
A-C. Post-hoc test (pairwise t-test and ANOVA) for the centralities Degree (DEG), Closeness (CLS) and Eigenvector (EIG), the groups whose means were statistically different from one another. The groups were (1) female heads (HF) to female non-heads (NHF), male heads (HM) and male non-heads (NHM). D. Post-hoc results for the betweenness (BTW) centrality which was tested with a non-parametric alternative method (pairwise Wilcoxon test and Kruskal-Wallis test). The significance of the p-value in each test in indicated with the following symbols: < 0.0001 ‘****’, < 0.001 ‘***’, < 0.01 ‘**’, < 0.05 ‘*’, < 1 ‘ns’.