Modeling career mobility and attrition using Markov chains and survival analysis
摘要
This study introduces a novel stochastic framework for analyzing career progression and employee retention through an integrated application of discrete-time Markov chains, survival analysis, and multivariate logistic regression. Three methodological advances distinguish our approach: first, a unified formulation capturing both hierarchical and lateral transitions within organizational structures; second, a regularized estimation procedure addressing data sparsity through bootstrap confidence intervals and Tikhonov regularization; third, policy-sensitive absorption metrics enabling quantitative impact assessment of human capital interventions. Applying this framework to longitudinal human resources data from a multinational technology corporation, we model transitions between four hierarchical states: junior, confirmed, manager, and exit; while addressing right-censoring through robust Kaplan-Meier imputation techniques. Key empirical findings establish significant structural patterns: managerial roles exhibit substantial inertia with a 75% probability of remaining unchanged between periods (95% CI 72–78%); a critical salary threshold emerges at 6500€ monthly, beyond which attrition risk decreases by 60%; survival analysis identifies temporally localized risk windows with mid-level staff facing 2.3