In this paper, we delve into the dynamics of higher education dropouts through a novel approach that combines time-to-event processes analysis with multilevel functional decomposition of recurrent events. Utilizing data from Politecnico di Milano’s administrative archive, we explore dropout patterns across bachelor’s degree programs and schools. By leveraging models for recurrent events and employing functional principal component analysis techniques, our methodology expands upon existing frameworks to accommodate hierarchical data structures. Through simulations and analysis, we demonstrate the efficacy of our approach in reconstructing dropout dynamics, shedding light on critical periods, disentangling the effects given by degree programs and schools and informing proactive strategies for educational institutions.
Analysis of Higher Education Dropouts Dynamics Through Functional Decomposition of Recurrent Events on Time-to-Event Processes / A. Ragni, C. Masci, A.M. Paganoni (ITALIAN STATISTICAL SOCIETY SERIES ON ADVANCES IN STATISTICS). - In: Methodological and Applied Statistics and Demography IV / [a cura di] A. Pollice, P. Mariani. - [s.l] : Springer, 2024. - ISBN 978-3-031-64447-4. - pp. 461-466 (( Intervento presentato al 52. convegno Scientific Meeting of the Italian Statistical Society tenutosi a Bari nel 2024 [10.1007/978-3-031-64447-4_78].
Analysis of Higher Education Dropouts Dynamics Through Functional Decomposition of Recurrent Events on Time-to-Event Processes
C. MasciSecondo
;
2024
Abstract
In this paper, we delve into the dynamics of higher education dropouts through a novel approach that combines time-to-event processes analysis with multilevel functional decomposition of recurrent events. Utilizing data from Politecnico di Milano’s administrative archive, we explore dropout patterns across bachelor’s degree programs and schools. By leveraging models for recurrent events and employing functional principal component analysis techniques, our methodology expands upon existing frameworks to accommodate hierarchical data structures. Through simulations and analysis, we demonstrate the efficacy of our approach in reconstructing dropout dynamics, shedding light on critical periods, disentangling the effects given by degree programs and schools and informing proactive strategies for educational institutions.| File | Dimensione | Formato | |
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