Counterfactual simulations for large scale systems with burnout variables

We consider large-scale systems influenced by burnout variables - state variables that start active, shape dynamics, and irreversibly deactivate once certain conditions are met. Simulating what-if scenarios in such systems is computationally demanding, as alternative trajectories often require sequential processing, which does not scale very well. This challenge arises in settings like online advertising, because of campaigns budgets, complicating counterfactual analysis despite rich data availability. We introduce a new type of algorithms based on what we refer to as uncertainty relaxation, that enables efficient parallel computation, significantly improving scalability for counterfactual estimation in systems with burnout variables.

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ArXiv.org
Published
2025-09-04
Primary Topic
Simulation Techniques and Applications
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article
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article

Counterfactual simulations for large scale systems with burnout variables

Benjamin Heymann
ArXiv.org
Simulation Techniques and Applications
article

Counterfactual simulations for large scale systems with burnout variables

Benjamin Heymann
article en

Abstract

We consider large-scale systems influenced by burnout variables - state variables that start active, shape dynamics, and irreversibly deactivate once certain conditions are met. Simulating what-if scenarios in such systems is computationally demanding, as alternative trajectories often require sequential processing, which does not scale very well. This challenge arises in settings like online advertising, because of campaigns budgets, complicating counterfactual analysis despite rich data availability. We introduce a new type of algorithms based on what we refer to as uncertainty relaxation, that enables efficient parallel computation, significantly improving scalability for counterfactual estimation in systems with burnout variables.

ArXiv.org
École Polytechnique (FR), Criteo (France) (FR)
Openalex Percentile: Top 68%
Simulation Techniques and Applications
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