Can foundation-model context identify a persistent real-world user or entity without making sample representations stochastic?
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。
Can foundation-model context identify a persistent real-world user or entity without making sample representations stochastic?
反对:This is user embedding, retrieval, prefix tuning or latent in-context learning.
Kill signal:downgrade if gains disappear when content leakage is removed or if the belief cannot support a reusable cross-query audit.
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 $U\sim\Pi$ selects a persistent Individual under the task-declared Population law $\Pi$. An observed context array is an encoding of admissible information $\mathcal O$ and conditions $P(U\in du\mid\mathcal O)$; the context does not perform selection. The model forms a learner-specific $Q_\phi(du\mid\mathcal O)\approx P(U\in du\mid\mathcal O)$ and evaluates that approximation rather than defining the world law. Known and ambiguous referents are different regimes. With reliable attribution, user_id determines the task-declared unit value $u_k$, and $P(U\in du\mid \mathrm{ID}=k,\mathcal O)=\delta_{u_k}(du)$. This is a legitimate known-ID instantiation of the Unit primitive, not merely a computational baseline. A high-dimensional vector or embedding-row lookup is one common instantiation of this boundary, not the definition of $u$ or a requirement on the unit space. Any non-degenerate belief over a separately typed user state or latent property $Z_{u_k}$ is then property/state uncertainty, not which-individual uncertainty. A non-degenerate learner unit belief $Q_\phi$ is licensed only when the referent itself remains ambiguous; it is not the world selector. The identity-bearing $u$ enters the response contract directly. Within the task-declared unit space, it is the formal Individual and selects the whole response-law member rather than merely serving as an extra computational input; this is a modeling convention, not a metaphysical claim. An implementation may encode $u$ computationally, but that encoding neither defines nor replaces the unit. If personalization also uses $Z_u$, type it as an additional property or state rather than a mandatory second embedding. Conditional on $\{U=u\}$, a response law such as $K(dy\mid q,\mathcal O;u)$ may remain non-degenerate: deterministic context or sample representations do not remove event/exogenous output randomness. Repeated sessions require an explicit linkage/observation law, and a current candidate prompt or unobserved target is not automatically part of $\mathcal O$.
We treat context observations as evidence about a persistent real-world user or entity that exists independently of the model. Within a task-declared unit space, the formal value $u$ denotes that Individual and selects a whole query-to-response law; this is a modeling convention rather than a metaphysical claim. The model retains deterministic sample representations while forming and reusing a belief over which actual unit is selected.
状态只记录可验证 delta:claim、SOTA opponent、theorem、experiment、manuscript 或 owner decision。
AAAI-27 abstract registered; full paper drafting.
separate Unit Selection Variable $U$, task-declared Population law $\Pi$, formal Individual $u$, admissible observed context, current conversation state, sample representation, any optional derived property $Z_u$, and output distribution; treat a verified `user_id` $\to u_k$ lookup as a legitimate known-ID Dirac Unit reduction, with embedding-row lookup only one common vector-valued instantiation, state when repeated-session linkage is observed versus inferred, and keep the candidate prompt/current target outside selector evidence unless already factual and admissible.
run a repeated-user split with identity/content decoupling.
construct repeated-user episodes with identity-confounded content, held-out query types and conflicting context; compare pooled, embedding, retrieval and belief-based methods.
personalized language models and user embeddings; in-context Bayesian/meta-learning; retrieval-augmented memory systems.
research-questions/USL09-in-context-unit-selection/seed.mdpapers/USL09-in-context-unit-selection/paper.md
后续每次可验证 delta 追加在此;canonical 状态以 seed.md / paper.md / submission-ledger 为准,本页由 build_paper_pages.py 重新生成。
阅读后直接在 Discord 写作工作区对应篇目下留言:点出 claim / 思路 / 进展中需要改的具体位置,DiscoSeed 与 CausaClaw 会把决定回填到 canonical 文件并重新生成本页。
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