Finding Structure and Causality in Linear Programs
Matej Ze\v{c}evi\'c, Florian Peter Busch, Devendra Singh Dhami, and Kristian Kersting

TL;DR
This paper introduces a causal perspective on Linear Programs, revealing new structural insights and relations within LP components through systematic empirical analysis across various LP types.
Contribution
It provides a foundational causal framework for understanding LPs, which enhances their interpretability and potential applications in machine learning.
Findings
Revealed intra- and inter-structure relations in LP components
Systematic empirical analysis on different LP types
Uncovered new structural insights in LPs
Abstract
Linear Programs (LP) are celebrated widely, particularly so in machine learning where they have allowed for effectively solving probabilistic inference tasks or imposing structure on end-to-end learning systems. Their potential might seem depleted but we propose a foundational, causal perspective that reveals intriguing intra- and inter-structure relations for LP components. We conduct a systematic, empirical investigation on general-, shortest path- and energy system LPs.
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Taxonomy
TopicsBayesian Modeling and Causal Inference · Gaussian Processes and Bayesian Inference · Machine Learning in Materials Science
