# Стенд-проверка (stage-2) · промт оператора: (универсальный) Ответ агента: { "worked": false, "confidence": 9, "verdict": "Implemented fixed-penalty linearized augmented-Lagrangian training for the benchmark's tabular Friedman regression task using the shared mlp_tiny architecture and an exact scalar Sherman–Morrison SPD solve. The trained-model Taylor signature was quantitatively confirmed, with observed remainder divided by mean squared step norm equal to 0.649. However, the idea lost significantly on independent test MSE: mean 8.2751 versus baseline 5.6756, paired delta +2.5995 and permutation p=0.0081; therefore there is no benchmark win.", "metrics": { "baseline": "test MSE mean 5.6756193638, std 1.2181294766, best config lr=0.01 alpha=0.1, 8 seeds", "idea": "test MSE mean 8.2750945687, std 0.3594086274, best config lr=0.003 rho=1.0, 8 seeds", "paired_delta": "idea - baseline = +2.5994752049 MSE", "permutation_p_value": "0.0081", "mechanism_signature": "observed nonlinear Taylor remainder / mean ||p||^2 = 0.6492725980; confirmed=true" }, "how_to_run": "/home/maxwelhelp/main/bin/python3 bench_run.py", "files": [ "bench_run.py", "bench_report.json", "bench_stdout.txt" ], "limitations": "Only the structurally matched tabular track was tested; vision, sequence, and dynamics tracks were not tested. The constraint was a single first-layer Frobenius-norm equality, so vector orthogonality constraints, CG solves, adaptive preconditioning, MoE routing, and FLOP-normalized comparisons were not evaluated. The AL implementation used a local step cap and multiplier clipping safeguards, and the benchmark report was generated from the available resolved bench package although its README/path was unavailable in the tool filesystem.", "bench_report": { "track": "tabular", "model": "mlp_tiny", "metric_direction": "lower is better", "n_seeds": 8, "protocol": "8 paired seeds; baseline sweep 9 configs over lr in {0.001,0.003,0.01} and alpha in {0.1,1.0,10.0}; idea sweep 3 configs with matched learning rates and rho in {0.1,1.0,10.0}", "baseline": { "best_cfg": { "lr": 0.01, "alpha": 0.1 }, "sweep": [ { "cfg": { "lr": 0.001, "alpha": 0.1 }, "mean": 6.8355675936 }, { "cfg": { "lr": 0.001, "alpha": 1.0 }, "mean": 7.6732069254 }, { "cfg": { "lr": 0.001, "alpha": 10.0 }, "mean": 13.9623990059 }, { "cfg": { "lr": 0.003, "alpha": 0.1 }, "mean": 6.0221720934 }, { "cfg": { "lr": 0.003, "alpha": 1.0 }, "mean": 6.3544781208 }, { "cfg": { "lr": 0.003, "alpha": 10.0 }, "mean": 6.7492649555 }, { "cfg": { "lr": 0.01, "alpha": 0.1 }, "mean": 5.6146384478 }, { "cfg": { "lr": 0.01, "alpha": 1.0 }, "mean": 6.0449602604 }, { "cfg": { "lr": 0.01, "alpha": 10.0 }, "mean": 6.0946222544 } ], "full_mean": 5.6756193638, "full_per_seed": [ 4.4764847755, 6.7919020653, 6.6910963058, 4.4990706444, 4.3336653709, 7.3076577187, 4.5788097382, 6.7262682915 ] }, "idea": { "best_cfg": { "lr": 0.003, "rho": 1.0 }, "sweep": [ { "cfg": { "lr": 0.001, "rho": 0.1 }, "mean": 10.2061942816 }, { "cfg": { "lr": 0.003, "rho": 1.0 }, "mean": 8.2750945687 }, { "cfg": { "lr": 0.01, "rho": 10.0 }, "mean": 8.3289720416 } ], "per_seed": [ 8.4614048004, 7.8168811798, 8.0255336761, 8.2247095102, 8.8263225555, 8.7514038086, 8.2586240768, 7.8358769417 ] }, "comparison": { "delta_mean": 2.5994752049, "idea_wins": 0, "n_pairs": 8, "p_value": 0.0081, "verdict": "idea worse (significant)", "system_worked": false }, "mechanism_signature": { "quantity": "nonlinear residual Taylor remainder / ||p||^2", "predicted_mean_remainder_bound": 0.0071335184, "observed_mean_remainder": 0.004631598, "observed_to_predicted_ratio": 0.649272598, "tolerance": 5.0, "confirmed": true }, "custom_track": null }, "system_verdict": "partial", "practical_verdict": "harms", "mechanism_ok": 1, "system_judged": true }