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2026-03-26Add Phase 10A.6: gain requires trainable depth-aware aux, not semantic creditYurenHao0426
9-branch dissection results: - zero_target crashes (-9.1%): aux must output non-zero - constant_input neutral (+0.0%): needs at least depth info - time_only works (+1.0%): h_l not needed, just depth index - shuffled/fresh_random work (+1.3-1.4%): no semantic content needed - prefit60_trainable ≈ random_trainable: prefit adds nothing - All frozen branches crash: trainability is essential Mechanism: depth-aware trainable auxiliary perturbation that diversifies block-local updates. Not semantic credit, not pure trainability. Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-26Add Phase 10A.5: blend gain is implicit regularization, not learned creditYurenHao0426
Dissection of 6 branches from same DFA checkpoint: - blend_random_frozen: 12.6% (CATASTROPHIC — frozen noise destroys training) - blend_random_trainable: 32.2% (+1.2% — trainable network helps) - blend_shuffled_trainable: 32.5% (+1.4% — even wrong targets work!) - blend_gaussian_noise: 30.8% (neutral) - scaled_DFA_norm_match: 31.0% (neutral) The gain comes from implicit regularization through a co-optimized auxiliary network, NOT from learned credit quality. Phase 9A's +1.5% was an optimization dynamics effect, not evidence of useful credit assignment. Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-26Add Phase 10A: no prefit threshold — even random Vec blend beats DFA by +1.3%YurenHao0426
E_prefit=0 (random Vec) + blend(0.75): 32.4% vs DFA 31.1% (+1.3%) E_prefit=15: 32.3% (+1.2%) E_prefit=60: 32.5% (+1.4%) Frozen Gamma/rho near zero at all prefit levels. The Phase 9A success was NOT from Vec learning useful credit — it was from the blend mechanism itself providing regularization/diversification over pure DFA. Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-25Add Phase 9A: checkpointed handoff — blend(Vec+DFA) outperforms pure DFAYurenHao0426
First positive online result: 50% blend of offline-fitted Vec + DFA gives 31.7% vs 31.1% for pure DFA (+0.55%). This is Case B: pure Vec handoff fails (-1.1%) but blend works because DFA stabilizes trajectory while Vec adds directional credit. Offline-fitted Vec at DFA epoch-5 checkpoint: Gamma=0.229, rho=0.262. Cold-start confirmed as main bottleneck — Vec IS useful on DFA trajectory features. Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-25Add Phase 8: schedule timing test — online co-learning is the remaining ↵YurenHao0426
bottleneck Vec_only_from_0: 15.4% (cold-start failure, can't learn credit on random features) DFA_only: 31.2% (remains best non-BP method) DFA_then_Vec_T20: 12.9% (switching to Vec destroys DFA-built features) Vec_T5_then_DFA: 26.6% (partial recovery but still worse than pure DFA) Phase 7A's early-window finding doesn't transfer: it required offline-trained Vec on frozen features. Online Vec estimator faces cold-start paradox — needs structured features to learn credit, but structured features need good credit to form. Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-25Add Phase 7A: snapshot time sweep shows early snapshots have positive ↵YurenHao0426
held-out transfer At epoch 5 (acc=49%), Vec_M4 5-step: dL_held=-0.005 (PUR=0.70) Oracle BP 5-step: dL_held=-0.009 (PUR=1.05) DFA 5-step: dL_held=+0.003 (always hurts held-out) By epoch 20, generalization window closes. Held-out failure is late-snapshot artifact. Better credit → lower update variance (Vec=0.8 vs DFA=40), not higher. Key implication: DFA warmup delays credit bridge past its useful window. Credit should be used from epoch 0, not after 20% warmup. Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-25Add Phase 6.5A: same-batch linesearch REVISES Phase 6A conclusionYurenHao0426
Phase 6A's "better credit → worse loss" was a protocol artifact caused by: 1. Credit normalization (inflated DFA, suppressed Vec magnitude ordering) 2. Held-out evaluation (measured generalization failure, not exploitability) 3. Gradient clamping With strict same-batch evaluation: - Oracle BP: dL_same = -0.406 (strongest descent) - Vec_M4: dL_same = -0.135 - ScalarCB: dL_same = -0.025 - DFA: dL_same = -0.003 Same-batch loss decrease is MONOTONIC with credit quality. But held-out loss INCREASES for all non-DFA methods (Case D: overfitting). The bottleneck is batch-level generalization, not surrogate exploitability. Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-24Add Phase 6: snapshot exploitability reveals local update rule is the bottleneckYurenHao0426
Phase 6A: Better credit is ANTI-CORRELATED with loss decrease on fixed snapshot. DFA (Gamma=0.01) → dL=-0.0001 (only method that decreases loss) Vec_M4 (Gamma=0.38) → dL=+0.057 (increases loss most) Oracle BP (Gamma=1.0) → dL=+0.011 (still increases loss) Phase 6C: Target-shift rule reduces damage but cannot make non-DFA credits productive. The inner-product surrogate <F_l(h), a_l> is fundamentally mismatched with directional credit. Conclusion: Case B — the primary bottleneck is the local update paradigm itself, not the credit estimator quality or tracking/co-adaptation. Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-24Add Phase 5: vector field audit, frozen CIFAR transfer, online pilotYurenHao0426
Phase 5A: Audit passes — shuffle control collapses, gains are real Phase 5B: Transfer SUCCESS — vec_M4 beats scalar CB by +0.25 Gamma, +0.31 rho on frozen CIFAR Phase 5C: Online FAILURE — vec does worse than scalar CB online despite better frozen credit Core finding: bottleneck is in local surrogate / co-adaptation, not estimator quality Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-24Add Phase 4 diagnostic dissection: frozen credit recovery, online shallow ↵YurenHao0426
scan, vector field pilot Key findings: - Frozen CIFAR: estimators CAN recover credit (SB best, CB 20x > DFA) - Online shallow: cb_eT wr=0.2 tgw=1.0 achieves S1>0, S2 marginal - Vector credit field: 0.91-0.96 Gamma/rho on synthetic (vs 0.34 scalar CB) - Direct vector field avoids scalar V curvature problem entirely Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-24Add CIFAR deltaL test (failed) and pivot design memoYurenHao0426
- CIFAR deltaL: s=grad_hL CE (dim=512) -> acc=17.2%, Gamma≈0 Confirms scalar value field has dimensionality bottleneck on CIFAR - Pivot memo: direct vector credit field a_phi(h,t,s) -> R^d Trained with perturbation-based target, avoids curvature problem Still satisfies no hidden BP anchor constraint Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-24Add exploration visualization: CIFAR depth scan, boundary ablation, synth vs ↵YurenHao0426
CIFAR gap Three new plots: - cifar_depth_scan.png: acc/Gamma/rho vs depth for all methods - boundary_ablation.png: s_type, tgw, warmup ratio sweeps - synth_vs_cifar.png: dimensionality gap comparison (d=128 vs d=512) Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-24Add Phase 3 boundary-condition ablation results and combined memoYurenHao0426
Key findings: - deltaL (output-layer gradient) gives best Gamma (0.562 vs 0.452 for eT) - Concatenating h_L to s destroys credit quality (value net cheats) - Terminal gradient matching is monotonically beneficial - Best config: deltaL + tgw=1.0 + wr=0.05 -> Gamma=0.768, rho=0.691 - CIFAR depth scan shows no Goldilocks regime (dimensionality bottleneck) Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
2026-03-23Add Phase 1 synthetic ladder results and memoYurenHao0426
Key finding: credit bridge advantage scales with nonlinearity. At alpha=1.0 (full tanh), CB > SB > DFA on both Gamma and rho at all depths. The crossover where CB surpasses SB happens around alpha=0.7-1.0. Full 4x4x3 grid complete with 3 seeds each. Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>