Abstract
This thesis addresses a critical gap in private equity research by developing quantitative models to forecast quarterly PE-backed public-to-private (P2P) transaction volumes in the United States. While extensive literature exists on firm-level takeover prediction, systematic approaches to forecasting aggregate PE deal activity remain largely unexplored. This study employs machine learning techniques to predict quarterly P2P deal counts using a comprehensive dataset spanning 1986-2024, incorporating 152 macroeconomic and financial variables. The methodology implements three distinct modeling paradigms4Lasso regression, Random Forest, and XGBoost4within a rigorous time-series cross-validation framework. Variables were systematically processed through principal component analysis to address multicollinearity while preserving economic interpretability. Feature engineering incorporated temporal dynamics through Fourier transforms, momentum indicators, and multi-scale rolling statistics. Results demonstrate modest but consistent predictive improvements over naive baselines, with mean absolute error reductions of 3-9.8% and R² values ranging from 0.145-0.254. Lasso regression emerged as the most balanced approach, maintaining interpretability while achieving competitive accuracy. The analysis reveals strong path dependence in PE activity, with lagged deal counts and momentum indicators consistently ranking as top predictors. Multi-scale temporal patterns, including seasonal and decade-long cycles, contribute significantly to forecast accuracy.| Date of Award | 23 Jun 2025 |
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| Original language | English |
| Awarding Institution |
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| Supervisor | Dan Tran (Supervisor) |
UN SDGs
This student thesis contributes to the following UN Sustainable Development Goals (SDGs)
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SDG 8 Decent Work and Economic Growth
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SDG 9 Industry, Innovation, and Infrastructure
Keywords
- Private equity
- Leveraged buyout
- Buyout
- Public-to-private
- Going-private
- Machine learning
Designation
- Mestrado em Finanças (mestrado internacional)
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