BACKGROUND
Anxiety is one of the most prevalent mental health concerns among college students worldwide, yet traditional assessment methods relying on self-report questionnaires are time-consuming, susceptible to response bias, and difficult to scale. Social media platforms, which students use extensively, generate rich behavioral and linguistic data that may reflect underlying psychological states. This study investigates whether passively collected social media footprints are associated with anxiety scores among college students and may support the prediction of anxiety-related patterns.
METHODS
In this cross-sectional study, we surveyed 3,211 students across 11 universities in four provinces of China using the Self-Rating Anxiety Scale (SAS), yielding 2,368 valid responses (α = 0.918, KMO = 0.838). With informed consent, we collected 83,968 Weibo posts from participants' public social media accounts. After rigorous preprocessing, 56,060 posts from 1,316 users were retained. We extracted multi-dimensional features spanning linguistic, emotional, cognitive, behavioral, and temporal dimensions. Four machine learning models-Random Forest, XGBoost, LightGBM, and SVR-were trained and compared. SHAP (SHapley Additive exPlanations) values were used for model interpretation.
RESULTS
The Random Forest model achieved the best predictive performance on the test set (R² = 0.77, RMSE = 13.41, MAPE = 25.94%, MSLE = 0.087). SHAP-based interpretation identified grade level, professionalism, emotional expression, risk-related language, curiosity index, emotional tone, and word count as major features contributing to the model. These features align with established psychological dimensions of anxiety symptomatology, including emotional, cognitive, and behavioral indicators.
CONCLUSIONS
Public social-media signals were associated with SAS anxiety scores in this consenting, active Weibo-user sample and supported cross-sectional score prediction within the study context. The proposed pipeline offers a transparent, reproducible, and privacy-conscious approach to estimate cross-sectional anxiety-related patterns from publicly available social media data. These findings demonstrate the potential for integrating computational approaches with psychological assessment for research on anxiety-related behaviors and digital phenotyping among college students.
Chenyan Dong, Aneta Neumann, Yingping Sun et al.· BMC Psychology· 0 citations
Diversity optimization is the class of optimization problems in which we aim to find a diverse set of good solutions. One of the frequently-used approaches to solve such problems is evolutionary diversity optimization (EDO). In this paper, we analyze EDO on a three-objective function LOTZk, which is a modification of the two-objective benchmark function (LeadingOnes, TrailingZeros). We prove that the GSEMO computes a set of all Pareto-optimal solutions in O(kn3) expected iterations. We also analyze the runtime of the GSEMOD algorithm (a modification of the GSEMO for diversity optimization) until it finds a population with the best possible diversity for two different diversity measures: the total imbalance and the sorted imbalances vector. For the first measure we show that the GSEMOD optimizes it in O(kn2 log(n)) expected iterations (which is asymptotically faster than the upper bound on the runtime until it finds a Pareto-optimal population), and for the second measure we show an upper bound of O(k2n3 log(n)) expected iterations. The complementary empirical study shows a very similar behavior for both diversity measures. The results of experiments suggest that our bounds for the total imbalance measure are tight, while the bounds for the imbalances vector are too pessimistic. This paper summarizes the work Denis Antipov, Aneta Neumann, Frank Neumann and Andrew M. Sutton: Runtime Analysis of Evolutionary Diversity Optimization on the Multi-objective (LeadingOnes, TrailingZeros) Problem. Evolutionary Computation, 1–23, 2025. [2].
D. Antipov, Aneta Neumann, Frank Neumann et al.· Proceedings of the Genetic a...· 0 citations