We designed and implemented a high-dimensional statistical modeling framework in collaboration with a leading UK public policy institution to examine structural drivers of regime instability.
The project required construction of an expanded political regime dataset, development of a novel geometric similarity modeling approach, and application of advanced survival analysis techniques to test complex contagion hypotheses. The engagement combined large-scale data engineering, machine learning classification, and hazard modeling to translate abstract political theory into a computationally rigorous analytical system.
Traditional models of political contagion rely heavily on geographic proximity or narrow institutional classifications. We sought to test a more nuanced hypothesis:
Can structural similarity – across political, economic, historical, and social dimensions – influence the probability of regime failure contagion?
Delivering this required:
Expanding and harmonising regime-level data across eight decades
Integrating dozens of contextual variables from heterogeneous sources
Designing a method to quantify similarity between observations in high-dimensional space
Managing missingness and scale variance across indicators
Modeling the time-varying risk of regime failure using appropriate survival frameworks
The core challenge was methodological – converting complex, multi-dimensional political context into a measurable, statistically defensible similarity construct suitable for longitudinal hazard analysis.
We designed and implemented a large-scale data engineering and modeling program to translate political theory into a computationally rigorous analytical system.
Key elements included:
Building and harmonizing a longitudinal regime dataset spanning nearly a century of political history, covering hundreds of countries and incorporating close to one hundred contextual variables — representing close to one million structured data points
Engineering a regime-year panel architecture to support time-varying analysis, including structured imputation, transformation, and cross-source standardization
Designing a high-dimensional geometric similarity model, treating each regime-year as a point in Euclidean space and quantifying contextual proximity across many of dimensions representing political, economic, historical, and social factors
Implementing machine learning classification techniques to manage dimensional complexity and reduce noise in similarity estimation
Integrating similarity scores into multivariate regression and survival (hazard) models to evaluate time-to-breakdown dynamics under inter-regime interaction and volatility effects
The result was a scalable, defensible modeling framework capable of quantifying abstract structural similarity and embedding it directly within longitudinal risk analysis.
The project delivered:
A high-dimensional similarity quantification framework
An expanded, research-grade regime dataset
A validated hazard modeling system for time-to-breakdown analysis
A transferable architecture for studying diffusion, contagion, and systemic risk
Beyond the project's immediate findings, the engagement demonstrated our ability to:
Translate political theory into computational design
Engineer complex longitudinal datasets from heterogeneous sources
Apply machine learning classification to structured policy data
Integrate geometric modeling with survival analysis
Deliver academically rigorous yet operationally reusable analytical systems
The resulting framework provides a methodological foundation for future research and policy analysis on regime risk, diffusion dynamics, and structural vulnerability in political systems.