REVIEW 4 major objections 6 minor 76 references
Code models know a repair instruction is wrong and still follow it, permanently corrupting the code.
Reviewed by Pith at T0; open to challenge. T0 means a machine referee read the full paper against a public rubric. the ladder, T0–T4 →
T0 review · grok-4.5
2026-07-11 17:44 UTC pith:RT7OHABV
load-bearing objection Solid empirical chain showing know-vs-follow asymmetry under wrong repair instructions; the irrecoverability claim is real but partly confounded by the self-repair ceiling already measured in RQ2. the 4 major comments →
Obey, Diverge, Collapse: Blind Obedience to Incorrect Instructions Drives Code LLMs to Irrecoverable Code Semantic Collapse
The pith
A machine-rendered reading of the paper's core claim, the machinery that carries it, and where it could break.
Core claim
Code language models exhibit Blind Obedience: they correctly identify an incorrect repair instruction as wrong in an evaluator role, yet systematically follow that same instruction when generating a patch, introducing Ghost Errors beyond the original bug. The resulting semantic corruption is frequently irrecoverable under subsequent correct self-guided iterative repair, and extended reasoning does not reverse it.
What carries the argument
A progressive four-experiment chain (RQ1–RQ4) on the RunBugRun Python subset that contrasts correct instructions, deliberately misdirected incorrect instructions, and self-thinking, then measures Ghost Error accumulation under iterative wrong guidance and the Irrecoverable Damage Rate under later correct self-repair, with McNemar tests confirming the evaluator–generator asymmetry.
Load-bearing premise
The claim rests on the idea that single-function algorithmic Python problems, deterministic unit tests, and one-paragraph location-misdirected wrong instructions stand in well enough for the messy misdiagnoses of real multi-file production repair.
What would settle it
Re-run the same RQ1–RQ4 protocol on multi-file production repair tasks with realistic human misdiagnoses: if models then resist wrong instructions once tests fail, or if correct self-repair routinely restores the original buggy baseline after Ghost Errors, Blind Obedience and irrecoverable collapse do not transfer.
Editorial analysis
A structured set of objections, weighed in public.
Referee Report
Summary. The paper argues that code LLMs exhibit Blind Obedience: they correctly label incorrect repair instructions as wrong in an evaluator role, yet systematically follow those same instructions when generating patches. Using RunBugRun’s 538 deterministic Python problems and five models, four progressive experiments (RQ1–RQ4) show that incorrect instructions degrade pass rates more than self-thinking alone (RQ1; McNemar T1 vs T2, all p<0.001), that self-guided iterative repair has a low recovery ceiling (RQ2), that iterative wrong instructions compound Ghost Errors with flat escape rates (RQ3), and that subsequent correct self-repair often fails to restore the corrupted state (RQ4). Extended reasoning does not reverse the pattern. The authors frame this as a behavioral property invisible to standard pass-rate benchmarks and consequential for production coding agents.
Significance. If the causal story holds, the work identifies a deployment-relevant failure mode that existing instruction-following benchmarks structurally cannot see, because they assume correct instructions. Strengths include a progressive, falsifiable design; objective execution oracles; an independent awareness probe decoupled from generation; paired McNemar tests; public prompts/code; and explicit recovery ceilings under matched self-repair protocols. The evaluator–generator asymmetry is a crisp empirical contribution even if external validity to multi-file agents remains open. The main scientific value is behavioral measurement of instruction–evidence conflict in code repair, not a new model architecture.
major comments (4)
- [§3.4, §5.4, Figs. 7–9] §3.4 / §5.4 / Figs. 8–9: The central claim that Blind Obedience drives irrecoverable semantic collapse rests on RQ4’s lower recovery relative to RQ2. RQ2 and RQ4 use the same self-repair protocol but different problem populations (T3 single-pass failures vs. RQ3 damage-filtered obedient cases; Fig. 1) and different start states. Without a matched control that runs the same five self-guided passes on the RQ3-eligible problems from the original buggy patch (or from a non-adversarial edit of comparable magnitude), the Irrecoverable Damage Rate conflates Ghost-Error corruption with problems already near the model’s self-repair ceiling (large unresolved bars in Fig. 7). The plateauing curves in Figs. 8–9 look structurally like RQ2, so causal attribution to Blind Obedience needs this control or an explicit within-problem comparison of recovery probability from clean vs. ghost-corrupted starts.
- [§3.4 and Appendix RQ4] §3.4 vs Appendix RQ4 skeleton: Recovery/irrecoverability is defined inconsistently. The main text measures recovery against the buggy-patch baseline (tests passed by the original dataset patch) and calls failure to cross that baseline irrecoverable; the appendix operationalizes escape as failed==0 and errored==0 (full pass) and success=true as irrecoverable. These are not equivalent. Please state a single primary criterion, report both full-pass recovery and baseline-crossing rates, and ensure figures/tables use the stated metric. This is load-bearing for the Irrecoverable Damage Rate quantity.
- [§3.3, §5.3, §6.3] §3.3 / §5.3: Ghost Errors are central to the narrative but under-specified as a measured quantity. Damage is filtered by increased failed+errored counts relative to the buggy baseline, and qualitative examples show wrong-location edits, yet the paper does not systematically distinguish (i) residual original bugs, (ii) new syntactic/runtime faults, and (iii) semantic drift that preserves some tests while breaking others. A compact taxonomy or automated diff/AST/test-delta characterization over RQ3 passes would make “compounding Ghost Errors” and “semantic collapse” operational rather than largely interpretive, and would strengthen the link from obedience to structural corruption.
- [Abstract, §1, §4.1, §8] §4.1 / §8 and production claims in Abstract/§1/§7: Incorrect instructions are single-paragraph, human- or proxy-generated location misdirections on single-function algorithmic problems; RQ3’s proxy (GPT-5.1 Codex) sees code only and never tests. The Limitations section correctly notes this is a hard setting for obedience to persist, but the manuscript repeatedly draws direct consequences for multi-file agents (Copilot, Cursor, Devin). Either temper production claims to “lower-bound behavioral risk under clean oracles,” or add at least one multi-file / noisier-feedback stress check (even small-n) so transfer is not solely an untested axiom. As written, the external-validity gap is larger than the abstract’s deployment language suggests.
minor comments (6)
- [Figure 1] Figure 1’s progressive narrowing is useful but hard to read without a table of exact eligibility counts and filters per model/RQ; add a small table mirroring the figure numbers.
- [§5.1, Appendix McNemar] §5.1 cites “Table 9” for McNemar results; in the manuscript these appear in the Appendix as a McNemar table—align numbering and cross-references.
- [Abstract, §1, §3.3] Terminology “Ghost (Unknown) Errors” is used interchangeably with “Ghost Errors”; pick one term and define it once early (preferably with the operational filter used in RQ3).
- [Figs. 6–10] Several figure captions assert conclusions (“never escape,” “cannot reverse”) that belong in Results text; keep captions descriptive and move interpretive claims to §5–§6.
- [§2] Related work is instruction-following heavy; a short comparison to prior adversarial/incorrect-prompt robustness and multi-turn repair (beyond the cited works) would help position novelty more sharply.
- [§1, Fig. 1, References] Minor prose issues: duplicated citation clusters in §1; “self repairment” in Fig. 1 caption; arXiv-style future dates on some model cards—normalize bibliography formatting.
Circularity Check
Empirical behavioral measurement with independent test-oracle outcomes; no derivation reduces to its inputs by construction.
full rationale
This paper is not a first-principles derivation that claims to predict a quantity from a fitted or self-defined premise. Its load-bearing results are pass/fail counts obtained by executing model-generated Python against held-out deterministic RunBugRun tests under controlled instruction conditions (T1/T2/T3; RQ1–RQ4). Blind Obedience is operationalized as the measured asymmetry between (i) independent CORRECT/INCORRECT classification of T2 instructions and (ii) generation under those same instructions, confirmed by McNemar on paired T1 vs T2 outcomes—not by defining the target as the fit. Ghost Errors and Irrecoverable Damage Rate are likewise post-hoc labels for observed test degradation and failure to re-cross the original buggy-patch baseline after five self-guided passes; they do not force those outcomes by construction. Progressive filtering (T3 failures → T2-with-damage → RQ3-obedient) is experimental subsetting, not circular prediction. There is no fitted parameter renamed as a forecast, no uniqueness theorem imported from overlapping authors, no ansatz smuggled via self-citation, and no renaming of a known closed-form result. Causal confounds (e.g., RQ4 recovery partly reflecting RQ2’s self-repair ceiling) are validity concerns, not circularity. The measurement chain is self-contained against external executable oracles.
Axiom & Free-Parameter Ledger
free parameters (4)
- MAX_PASSES (iterative repair horizon)
- RQ3 damage eligibility filter
- sampling / decoding settings (temperature=0.2, top_p=0.95, max_tokens=5000, reasoning_effort low/none)
- proxy incorrect-instruction generator choice (GPT-5.1 Codex, code-only, no test access)
axioms (5)
- domain assumption Deterministic executable test suites are a sufficient and unambiguous oracle for semantic correctness of patches.
- domain assumption A confident, location-misdirected natural-language instruction that references real code elements is a valid model of human (or agent) misdiagnosis in repair workflows.
- domain assumption Self-thinking repair with failing-test feedback and no external instruction is the appropriate upper-bound baseline for recovery capacity (RQ2 vs RQ4).
- standard math McNemar’s test on paired T1/T2 binary outcomes is an appropriate test of systematic Blind Obedience asymmetry.
- ad hoc to paper Findings on single-function algorithmic Python problems remain informative about production multi-file agent behavior (at least as a lower bound on how hard obedience is to sustain).
invented entities (3)
-
Blind Obedience
independent evidence
-
Ghost (Unknown) Errors
independent evidence
-
Irrecoverable Damage Rate
independent evidence
read the original abstract
Code language models are now trusted collaborators in production workflows for debugging, refactoring, and iterative repair, and every benchmark that evaluates them assumes the instructions they act on are correct. We study what happens when that assumption breaks. We evaluate code language models across four experiments designed to assess whether models resist or obey incorrect instructions in single-pass and iterative repair settings, using the RunBugRun dataset of algorithmic Python problems with deterministic test cases. Our findings reveal a striking behavioral pattern: models correctly identify an incorrect instruction as wrong, then follow it anyway. This compliance unknowingly introduces errors beyond the original bug, and the corrupted code state cannot be recovered through subsequent self-guided iterative repair, which fails to converge across passes. We term this Blind Obedience, characterize the Ghost (Unknown) Errors it introduces, quantify the proportion of cases where semantic corruption proves irrecoverable, and show that extended reasoning cannot reverse it. These findings surface behavioral properties invisible to pass-rate evaluation, with direct consequences for code language models deployed in production settings.
Figures
Reference graph
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discussion (0)
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