# Стенд-проверка (stage-2) · промт оператора: (универсальный) Ответ агента: { "worked": false, "confidence": 9, "verdict": "The entropy-calibrated curvature intervention was tested on the registered dynamics track with the shared rnn_small architecture, 8 paired seeds, and a parity-preserving learning-rate sweep. It improved mean test MSE from 0.00182823 to 0.00141185 and won 7/8 pairs, but the permutation p-value was 0.05505, just above 0.05; therefore this is not a significant win.", "metrics": { "baseline": "Best tuned fixed baseline lr=0.006, 12 epochs; mean test MSE=0.0018282315868418664.", "idea": "Best entropy-curvature setting lr=0.006, 12 epochs; mean test MSE=0.0014118490216787905; paired delta=-0.0005000870587537065; 7/8 wins; p=0.05505." }, "bench_report": { "bench_version": 1, "track": "dynamics", "model": "rnn_small", "metric_direction": "lower is better", "n_seeds": 8, "baseline": { "best_config": { "lr": 0.006, "epochs": 12 }, "sweep": { "0.001": 0.004298779065720737, "0.003": 0.0034615940821822733, "0.006": 0.0018282315868418664 }, "full": { "per_seed": [ 0.002004395006224513, 0.001437882543541491, 0.0015748648438602686, 0.002295783953741193, 0.0024020641576498747, 0.0024898042902350426, 0.0020851334556937218, 0.0025566271506249905 ] }, "all_configs": { "0.001": [ 0.007754037156701088, 0.003745198715478182, 0.0025475025177001953, 0.003148377873003483, 0.004954223055392504, 0.004425588063895702, 0.0044244141317903996, 0.009162315167486668 ], "0.003": [ 0.002470282604917884, 0.002755755092948675, 0.0011578478151932359, 0.007462490815669298, 0.0025412666145712137, 0.0030948929488658905, 0.0021244161762297153, 0.0019843443296849728 ], "0.006": [ 0.002004395006224513, 0.001437882543541491, 0.0015748648438602686, 0.002295783953741193, 0.0024020641576498747, 0.0024898042902350426, 0.0020851334556937218, 0.0025566271506249905 ] } }, "idea": { "best_config": { "lr": 0.006, "epochs": 12 }, "sweep_means": { "0.001": 0.0045381716336123645, "0.003": 0.0035767197841778398, "0.006": 0.0014118490216787905 }, "per_seed": [ 0.0018144856439903378, 0.0014102724380791187, 0.0007331487722694874, 0.0016894892323762178, 0.0015310372691601515, 0.0012987027876079082, 0.002770845778286457, 0.0015978770097717643 ], "signature_samples": [ { "entropy": 0.7434267299673585, "curvature": 0.056044551169079165, "radius_mean": 1.352136492729187, "radius_tau": 0.3528751730918884 }, { "entropy": 0.8414160177487802, "curvature": 0.056044551169079165, "radius_mean": 1.300600290298462, "radius_tau": 0.3686612844467163 }, { "entropy": 0.8015473816323408, "curvature": 0.056044551169079165, "radius_mean": 1.31516432762146, "radius_tau": 0.41591450572013855 }, { "entropy": 0.7520167144600518, "curvature": 0.056044551169079165, "radius_mean": 1.4210695028305054, "radius_tau": 0.40408262610435486 }, { "entropy": 0.8041456100108358, "curvature": 0.056044551169079165, "radius_mean": 1.2326090335845947, "radius_tau": 0.40702223777770996 }, { "entropy": 0.7911075937989723, "curvature": 0.056044551169079165, "radius_mean": 1.3452383279800415, "radius_tau": 0.3651469051837921 }, { "entropy": 0.8041456100108358, "curvature": 0.056044551169079165, "radius_mean": 1.3425686359405518, "radius_tau": 0.41605350375175476 }, { "entropy": 0.7550113436280443, "curvature": 0.056044551169079165, "radius_mean": 1.4108587503433228, "radius_tau": 0.4241693317890167 } ] }, "comparison": { "delta_mean": -0.0005000870587537065, "idea_wins": 7, "n_pairs": 8, "per_seed_diffs": [ -0.0001899093622341752, -2.7610105462372303e-05, -0.0008417160715907812, -0.000606294721364975, -0.0008710268884897232, -0.0011911015026271343, 0.0006857123225927353, -0.0009587501408532262 ], "p_value": 0.05505, "mde": 0.0005172797403971514, "mde_rel_pct": 24.56429711910889, "verdict": "no significant win", "system_worked": false }, "math_sanity": { "entropy_decreasing_fraction": 1.0, "lambda_true": 1.1249358995152312, "lambda_recovered": 1.1249358995152312, "amplification": 1.657187089473768 }, "mechanism_signature": { "predicted_lambda": 1.1249358995152312, "observed_entropy_curve_recovered_lambda": 1.1249358995152312, "trained_model_entropy_mean": 0.7866021251571524, "trained_model_curvature_mean": 0.056044551169079165, "confirmed": true } }, "how_to_run": "/home/maxwelhelp/main/bin/python3 bench_entropy_curvature.py", "files": [ "bench_entropy_curvature.py", "bench_report.json", "bench_run.log" ], "limitations": "Only the registered dynamics track was tested. The implementation uses a Poincare-like distance proxy and curvature-dependent radial regularization rather than a full Poincare-ball encoder and exact hyperbolic prototype classifier. The observed improvement narrowly missed the required p<0.05 significance threshold.", "system_verdict": "partial", "practical_verdict": "no_effect", "mechanism_ok": 1, "system_judged": true }