related_work: relevance notes for 2511.07384 (retrofitted recurrence) and 2602.14759 (inner loop inference)
Co-Authored-By: Claude Fable 5 <noreply@anthropic.com>
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# Related work — relevance to the jspace looping project
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Running notes on papers in this folder: what they show, where they overlap
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with our claims, and what remains ours. Update when a new PDF lands here.
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Our shorthand below: "our loop" = frozen gemma-4 base + 1.6M anchor-dominant
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merge adapter at L14, band L14–30, prompt-only latent planning, STaR-labeled
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difficulty→depth curriculum, frozen-prompt KV trick, attribution ladder
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(untrained / FF / pause / loop / explicit plan), gate probe.
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---
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## 2511.07384 — McLeish et al., "Teaching Pretrained Language Models to
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## Think Deeper with Retrofitted Recurrence" (UMD/LLNL/Tübingen, Nov 2025)
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**What they do.** Convert pretrained 1B models (TinyLlama, OLMo-2, Llama-3.2)
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into depth-recurrent models: remove middle layers, split the rest into
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prelude → recurrent block → coda; recurrent input is a **linear adapter over
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[e; s]** (prelude output ⊕ previous iterate; s₀ = random noise). Then full
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continued pretraining: ~50B tokens math-heavy data, all parameters trained,
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Muon optimizer, Poisson-Lognormal recurrence sampling with a curriculum
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ramping mean recurrence to 32, truncated BPTT (last 8 iterations), plus a
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"healing" phase (26B tokens FineWeb-Edu) to recover from layer surgery.
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Result: at matched training FLOPs the retrofit beats continued-pretraining
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the non-recurrent parent on GSM8K/MATH; accuracy scales with test-time
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recurrence; pretrained init beats random init by ≥950B tokens of training.
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**Overlap — must cite, cannot claim as novel:**
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- Retrofitting recurrence into a pretrained fixed-depth model works and
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beats the non-recurrent baseline (their headline, at much larger scale).
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- Merge adapter at loop entry combining embedding-side and state-side
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inputs ([e; s] → linear, vs our (1−α)e + α·ŝ + MLP([e;ŝ])).
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- Recurrence-depth curriculum during training.
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- "Pretrain traditional, then convert" (our rung-2 vision): they did the
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continued-pretraining version at 1B/50B tokens. The generic claim is theirs.
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**What remains ours (Paper A positioning):**
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1. **Where to loop is interpretability-derived.** They pick splits by
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benchmark search and name layer choice as an open problem ("future work
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could identify a more optimal method for layer choice"). We derive the
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band from the J-lens workspace regime and back it causally: anchor cliff
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at L14, tap invariance, band-10–20 location ablation ≈ 0, KV-sharing
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hazard. We answer their stated open problem.
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2. **Frozen base, 1.6M-param adapter, ~600 steps on a desk machine** vs all
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parameters, 50B tokens, MI300A cluster — ~5 orders of magnitude apart on
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the cost curve. No layer removal → no healing phase needed, and k=0
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exactly recovers the base model (they cannot say that).
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3. **Prompt-only latent planning + frozen-prompt KV trick: zero decode-time
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cost.** Their recurrence runs on every generated token (decode cost ×r).
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4. **Attribution controls** (untrained / FF / pause / explicit plan). They
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have no compute-matched token-space control.
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5. **Difficulty-adaptive depth** (STaR buckets, gate probe): named in their
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Discussion as unsolved future work. Our gate is a first result on it.
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**Worth stealing:**
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- **Muon > AdamW for recurrent training** (AdamW loss-spikes to NaN) —
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directly relevant when we unfreeze the band / fade-off unfreezing.
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- s₀ init: theirs is random noise, ours the actual residual state — likely
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why a frozen base works for us at all; expect a reviewer question here.
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- FLOPs accounting convention for recurrent models: FLOPs = (6N₁ + 2N₂)D
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with N₁ = params with gradients, N₂ = forward-only (truncated BPTT).
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**Where to cite:** Paper A related work (primary contrast), Paper B
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(layer-choice open problem → our mechanistic answer), rung-2 planning notes.
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---
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## 2602.14759 — Lys et al., "Inner Loop Inference for Pretrained
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## Transformers: Unlocking Latent Capabilities Without Training"
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## (IMT Atlantique / Sony, Mar 2026)
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**What they do.** Training-free "middle looping" of frozen off-the-shelf
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models (Gemma-2 2B/9B, Llama-3-8B): re-apply a block range [s, e) R times at
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inference. Key findings: (1) **naive looping systematically degrades**
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(distribution shift — looped activations leave the manifold the model was
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trained on, some configs collapse to chance); (2) **regularized looping
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rescues it**: interpolate the looped state with cached states / the baseline
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state (uniform average, moving average ĥ = η·h⁽⁰⁾ + (1−η)·h⁽ᵗ⁾,
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softmax auto-alignment) → modest but consistent gains across WinoGrande,
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ARC, GSM8K, HellaSwag, MMLU (likelihood-scored, mostly multiple-choice).
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Full start×end layer-pair sweep heatmaps. Frames looping as "logits
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refinement" — depth as iterative refinement of a shared latent state.
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**Overlap — must cite:**
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- Their moving-average regularization η·h⁽⁰⁾ + (1−η)·h⁽ᵗ⁾ is exactly the
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anchor term of our merge, minus the trained MLP. Independent confirmation
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that **anchoring to the un-looped state is the thing that makes frozen-band
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looping viable** — cite as convergent evidence for the anchor-dominant
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design (α=0.3).
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- "Training-free looping gives modest gains on a frozen model" ≈ our
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untrained-loop arm (17.9% hard vs 5.5 baseline on MBPP-hard, but = FF
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control). Their whole paper lives inside one cell of our attribution table.
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- Layer-pair sweeps parallel our location ablation (theirs benchmark-driven,
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ours interpretability-predicted then confirmed).
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**What remains ours:**
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1. **A trained merge** — their gains are modest by their own description;
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our trained adapter roughly doubles the untrained/FF level on hard items
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(17.9 → 37.4) and the pause/plan ladder bounds what the recurrence adds.
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2. **Generative evals with per-item verification** (MBPP tests, GSM answer
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match, Rust compile-run) vs their likelihood-scored multiple choice —
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ours measures the regime where latent planning should matter.
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3. **Prompt-only looping + frozen-prompt KV trick** (they loop everything,
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every position; no decode-cost story).
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4. Curriculum, difficulty gating, cross-task transfer arms, KV-sharing
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hazard (their Gemma-2 has no KV sharing; our E2B finding that
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interventions entered ≥L15 are structurally null is a hazard their
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sweep methodology would silently hit on models that do share).
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**Worth stealing:**
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- Their distribution-shift framing of *why* naive looping fails is a clean
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citable explanation for why zero-init MLP + anchor is the right
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parameterization (we motivate; they demonstrate the failure mode).
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- Softmax auto-alignment interpolation: a training-free adaptive α — cheap
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ablation candidate against our fixed α=0.3 (relevant to the 12B α
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miscalibration result).
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**Where to cite:** Paper A (untrained/anchor cell; convergent evidence for
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anchoring), Paper B (distribution-shift account of loop instability;
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KV-sharing hazard contrast).
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---
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## Combined positioning takeaway
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The two papers bracket us: McLeish et al. = full-retraining recurrence at
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scale (expensive end), Lys et al. = zero-training looping (free end). Our
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niche is the middle, and it is still open: **interpretability-chosen band +
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tiny trained merge on a frozen base + prompt-only latent planning with zero
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decode cost + a full attribution ladder + difficulty gating.** Neither paper
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touches any of the last three items; both strengthen the premise that band
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looping is a real mechanism rather than a curiosity.
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