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A Dynamical View of the Question of Why

ICLR 2024 · Probabilistic and scientific modeling › Causal discovery · approach: Causal discovery from time series · 0 citations (OpenAlex)

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Proposes a process-based theory of causation for diffusion/MDP time series that defines causes via "grit" (minimum probability of an effect) and reachability, computed as RL value functions and decomposed into per-variable contributions, validated on Atari Pong and a T1D simulator.

Problem

Causal reasoning about why an effect event occurs in multivariate stochastic time series (diffusion processes and MDPs), without known causal graphs, system equations, or infeasible interventions.

Approach

Defines causation between events via the expected change of "grit" (minimum probability of a future event), shows grit and reachability equal optimal values of two constructed RL reward MDPs (Value Lemma), and decomposes expected grit change into per-state/action component contributions via Itô's lemma (Decomposition Lemma).

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
change in ball position/movement during the final steps before the point is lostproposed method on Atari Pong · Atari Ponggrit of losing a pointHelped
change in SI1 during t ∈ [180,181] after a single insulin intakeproposed method on T1DMS · T1DMS, single insulin intake; hypoglycemiagrit of hypoglycemiaHelped
change in SI1 during t ∈ [510,511] after multiple insulin and meal intakesproposed method on T1DMS · T1DMS, multiple insulin and meal intakes; hypoglycemiagrit of hypoglycemiaHelped

Surprising findings

Limitations

Experimental setup

Datasets: Atari 2600 Pong T1DMS simulator (simglucose)

Benchmarks: Atari Pong T1DMS diabetes simulator

Metrics: expected change of grit per-variable gradient contributions

Builds on: DQN Lewis counterfactual theory Salmon process theory Halpern-Pearl actual causation

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