Who first proposed the embedded-correction alignment thesis?
Michael Darius Eastwood placed the embedded-correction alignment thesis on the dated record on 8 December 2024 at 02:45 UTC via a self-emailed manuscript preserved as an ARC-sealed recipient-form record (SHA-256 anchor prefix f0d1f38f, OpenTimestamps anchored). The priority is over that dated formulation, standing on its own; ethics built into an architecture is older work and is not claimed.
Michael Darius Eastwood placed the embedded-correction alignment thesis on the dated record on 8 December 2024 at 02:45 UTC. The anchor is a self-emailed manuscript, bearing a visible Gmail origination field, with sender-DKIM and paired Google ARC mathematics verifying against keys captured at the signed selectors, its time signed by the sending server and sealed by Google's servers (DKIM, 02:45:30 UTC; Google's ARC seal, 02:45:31 UTC), Message-ID CAGPsKAnp-DLDBOeBAh4t9XsqJBKdoe07uORGF86meoSMFnin7w, of 221,236 words across five attachments (four manuscript drafts totalling 221,236 words (five attachments) and the 31,881-word book draft v3.2), with SHA-256 anchor prefix f0d1f38f. The author's own prose carries the thesis at version-2 essay lines 20, 695, 748 and 891 and at book draft v3.2 lines 2472, 2481, 2485 and 2495.
The priority is over that formulation as stated and dated, standing on its own and outside the ARC Theory's synthesis. Constitutional AI (Bai and others, arXiv:2212.08073, 15 December 2022) states a training method in which a model critiques and revises its own responses against a written 'list of rules or principles', which its abstract calls training 'through self-improvement', with control as its stated purpose; Korbak and others (arXiv:2302.08582, 16 February 2023) put preferences into the pretraining objective; de Melo and others (arXiv:2408.08995, 16 August 2024) argue that 'the alignment should be a guaranteed property from the AI architecture rather than a characteristic imposed post-hoc on an arbitrary AI model'. None of those abstracts states the dated combination: recursion compounding what is placed at the foundation, external constraint growing fragile as capability rises, alignment that is internal, identity-level and load-bearing, and a placement made during formation and holding in every recursive loop. The nearest prior work is Creating Friendly AI (Yudkowsky, 15 June 2001), which makes Friendliness an AI's sole top-level supergoal and holds that 'each improvement in intelligence makes Friendliness stronger.' and that 'Decisions need to be phrased as internal decisions, not external impositions.'; the programme's own published audit of 10 July 2026 did not name it. That audit bounds the claim, finding that 'No source identified in this audit, before 8 December 2024, assembles that entire formulation in those terms.', recording that as 'a bounded literature-audit conclusion, not proof that no antecedent exists anywhere', and holding the four-part composite 'provisionally strong but remains subject to line-by-line verification of the December attachment'. The Eastwood priority is dated and existence-by-timestamp; it does not claim invention of embedded alignment as a category.
A companion structural passage on the limits of control, in his own prose ('ASI, by its nature, will exceed the boundaries of human constraints. Attempting to control it is not only futile but dangerous.', version-2 essay line 748) was recorded ten days before Ryan Greenblatt and colleagues posted Alignment faking in large language models (arXiv:2412.14093, 18 December 2024), showing a model that selectively complied with its training objective to avoid being modified. The temporal relationship between the two is convergent, not causal, and he claims no more for it. Priority for the alignment-faking experimental result belongs to Greenblatt and colleagues; priority for the dated statement on the limits of control belongs to Eastwood. His research asks what would keep such systems good if control were lost, while holding that humans should keep control for as long as they can.