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| author | YurenHao0426 <Blackhao0426@gmail.com> | 2026-08-07 15:31:54 -0500 |
|---|---|---|
| committer | YurenHao0426 <Blackhao0426@gmail.com> | 2026-08-07 15:31:54 -0500 |
| commit | a3a46b46284ed40180c35c452f43d4e38015e503 (patch) | |
| tree | cc555f7f62441768a5d46210f8f1f8aa21663b51 /results/ep_bias/dillavou_c0/random_clean.json | |
| parent | 65f617eaf07a87c84475ad0010dea844422163e1 (diff) | |
results: close Rain C0 and released-profile R0
Diffstat (limited to 'results/ep_bias/dillavou_c0/random_clean.json')
| -rw-r--r-- | results/ep_bias/dillavou_c0/random_clean.json | 171 |
1 files changed, 171 insertions, 0 deletions
diff --git a/results/ep_bias/dillavou_c0/random_clean.json b/results/ep_bias/dillavou_c0/random_clean.json new file mode 100644 index 0000000..c66a9a7 --- /dev/null +++ b/results/ep_bias/dillavou_c0/random_clean.json @@ -0,0 +1,171 @@ +{ + "schema": "rain_ep_structured_bias_screen_v1", + "sdil": { + "revision": "65f617eaf07a87c84475ad0010dea844422163e1" + }, + "author": { + "repository": "https://github.com/rain-neuromorphics/energy-based-learning", + "revision": "6b253fd8a5d267535f58ab79992256ef10031ceb" + }, + "protocol": { + "dataset": "FashionMNIST", + "network": "author comparative-study ConvHopfieldEnergy32", + "network_protocol": "comparative32", + "algorithm": "equilibrium propagation", + "beta_policy": "random_sign", + "beta_seed": 7100, + "beta_value": 0.25, + "adapter": "dillavou", + "mode": "clean", + "bias_ratio": 1.0, + "dillavou_drift_ratio": 0.0, + "dillavou_calibration_steps": 1, + "predictor_rate": 1.0, + "neutral_cadence": 0, + "layer_calibration_steps": 1, + "layer_bias_normalization": "clean_difference", + "calibration_batches": 0, + "calibration_observations": 0, + "calibration_seconds": 2.384185791015625e-07, + "extra_equilibrium_phases_for_predictor": 0, + "predictor_neutral_source": "instruction_off_local_update_probe", + "bias_ratio_normalization": "initial_clean_local_update_rms_for_simulation_only", + "bias_ratio_normalization_visible_to_predictor": false, + "epochs": 10, + "train_limit": 60000, + "test_limit": 10000, + "evaluation_split": "test", + "data_seed": 6200, + "batch_size": 128, + "training_iterations": 15, + "inference_iterations": 60, + "schedule_epochs": 100, + "seed": 1988, + "device": "cuda", + "determinism": "best_effort_warn_only", + "autodiff_used_for_learning": false + }, + "hardware": { + "torch_version": "2.3.1+cu118", + "torch_cuda_version": "11.8", + "cuda_visible_devices": "4", + "device_name": "NVIDIA GeForce GTX 1080" + }, + "metrics": [ + { + "epoch": 1, + "train_accuracy": 0.6263833333333333, + "train_cost": 0.2547279439608256, + "test_accuracy": 0.7752, + "test_cost": 0.16445912487506867, + "finite": true, + "corrector": {}, + "wall_seconds": 790.465966463089 + }, + { + "epoch": 2, + "train_accuracy": 0.7772666666666667, + "train_cost": 0.16738989297548929, + "test_accuracy": 0.7839, + "test_cost": 0.16023902473449708, + "finite": true, + "corrector": {}, + "wall_seconds": 1577.164415359497 + }, + { + "epoch": 3, + "train_accuracy": 0.7781666666666667, + "train_cost": 0.16374242378870646, + "test_accuracy": 0.7716, + "test_cost": 0.16426111673116683, + "finite": true, + "corrector": {}, + "wall_seconds": 2362.6045484542847 + }, + { + "epoch": 4, + "train_accuracy": 0.7665666666666666, + "train_cost": 0.1713330840587616, + "test_accuracy": 0.7575, + "test_cost": 0.186199333691597, + "finite": true, + "corrector": {}, + "wall_seconds": 3146.721355199814 + }, + { + "epoch": 5, + "train_accuracy": 0.7519166666666667, + "train_cost": 0.1845080192565918, + "test_accuracy": 0.7414, + "test_cost": 0.18556401858329774, + "finite": true, + "corrector": {}, + "wall_seconds": 3929.5435218811035 + }, + { + "epoch": 6, + "train_accuracy": 0.7203833333333334, + "train_cost": 0.20764003632863362, + "test_accuracy": 0.6789, + "test_cost": 0.2430113084077835, + "finite": true, + "corrector": {}, + "wall_seconds": 4711.062379598618 + }, + { + "epoch": 7, + "train_accuracy": 0.4110666666666667, + "train_cost": 0.35641372086207074, + "test_accuracy": 0.1, + "test_cost": 0.46262577285766604, + "finite": true, + "corrector": {}, + "wall_seconds": 5491.247609376907 + }, + { + "epoch": 8, + "train_accuracy": 0.1, + "train_cost": 0.45775474071502686, + "test_accuracy": 0.1, + "test_cost": 0.45456055669784545, + "finite": true, + "corrector": {}, + "wall_seconds": 6271.208564519882 + }, + { + "epoch": 9, + "train_accuracy": 0.09943333333333333, + "train_cost": 0.45761741638183595, + "test_accuracy": 0.1, + "test_cost": 0.4610685874938965, + "finite": true, + "corrector": {}, + "wall_seconds": 7051.188853025436 + }, + { + "epoch": 10, + "train_accuracy": 0.09846666666666666, + "train_cost": 0.45765557657877604, + "test_accuracy": 0.1, + "test_cost": 0.4531411005973816, + "finite": true, + "corrector": {}, + "wall_seconds": 7831.132164478302 + } + ], + "epochs_completed": 10, + "beta_sign_counts": { + "positive": 2303, + "negative": 2387 + }, + "final": { + "epoch": 10, + "train_accuracy": 0.09846666666666666, + "train_cost": 0.45765557657877604, + "test_accuracy": 0.1, + "test_cost": 0.4531411005973816, + "finite": true, + "corrector": {}, + "wall_seconds": 7831.132164478302 + } +} |
