When a distribution changes across environments, did the unit composition change or did unit-conditioned mechanisms change?
这篇论文独立可证伪的问题是什么;它与共享 ontology 中其他九篇不重叠的部分。
When a distribution changes across environments, did the unit composition change or did unit-conditioned mechanisms change?
反对:This is standard latent-mixture confounding or Simpson's paradox.
Kill signal:kill if alignment information does not change any discovery decision, if soft $Q_\phi$ is silently treated as true grouping, or if distinguishability requires observed unit labels throughout.
论文如何回答这个问题:形式化对象、论证 spine 与所需证据。
The Unit Selection Variable $U\sim\Pi$ performs individual selection under the task-declared Population law $\Pi$. The event $E=e$ conditions the same Population world, so composition is written directly as $P(U\in du\mid E=e)$. This unit-Population conditional is not automatically the observed-row mixture: inclusion and per-individual observation intensity can induce an event-weighted law. Empirical claims must declare that process, repeated-event dependence and whether the target is unit-weighted or event-weighted. A fixed-individual causal or observational mechanism must be typed separately, for example $\kappa_{j,e}(dv_j\mid pa_j;u)$, and can remain stochastic after $u$ is fixed. Equality of mechanisms for distinct $u$ and $v$ does not make them the same individual. Observed attribution means the protocol reliably reveals $u$; inferred alignment means evidence $\mathcal O^{\mathrm{align}}$ conditions the world law $P(U\in du\mid E=e,\mathcal O^{\mathrm{align}})$ and the learner forms $Q_\phi(du\mid E=e,\mathcal O^{\mathrm{align}}) \approx P(U\in du\mid E=e,\mathcal O^{\mathrm{align}})$. Soft beliefs are not oracle groups. Cross-environment same-individual linkage and repeated-observation dependence require an explicit assignment/coupling law rather than an IID default.
We distinguish distribution changes caused by different compositions of actual units from genuine changes in their causal mechanisms. Unit mixtures can create, remove, or reverse pooled dependencies even when every unit-level mechanism remains unchanged.
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AAAI-27 abstract registered; full paper drafting.
state the environment-conditioned Population laws $P(U\in du\mid E=e)$ directly, together with fixed-$u$ mechanism kernels, observed-versus-inferred alignment, cross-environment assignment/coupling and the invariance/identifiability assumptions for each shift type.
produce the minimal three-factor benchmark and at least one edge reversal.
factorially vary $P(U\in\cdot\mid E=e)$ across environments, fixed-$u$ mechanisms and interventions in a controlled SCM; compare oracle observed attribution, soft inferred alignment and absent-alignment regimes against pooled and environment-aware discovery methods.
invariant causal prediction; CD-NOD/nonstationary causal discovery; mixture and latent-class causal models.
research-questions/USL05-causal-discovery-under-unit-mixtures/seed.mdpapers/USL05-causal-discovery-under-unit-mixtures/paper.md
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