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Delete exps

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  1. exps/v3_medusa_euclidean/checkpoints/best_model.pt +0 -3
  2. exps/v3_medusa_euclidean/checkpoints/checkpoint_epoch_0001.pt +0 -3
  3. exps/v3_medusa_euclidean/checkpoints/checkpoint_epoch_0016.pt +0 -3
  4. exps/v3_medusa_euclidean/checkpoints/checkpoint_epoch_0152.pt +0 -3
  5. exps/v3_medusa_euclidean/checkpoints/checkpoint_epoch_0175.pt +0 -3
  6. exps/v3_medusa_euclidean/checkpoints/checkpoint_epoch_0200.pt +0 -3
  7. exps/v3_medusa_euclidean/checkpoints/checkpoint_epoch_0225.pt +0 -3
  8. exps/v3_medusa_euclidean/checkpoints/checkpoint_epoch_0250.pt +0 -3
  9. exps/v3_medusa_euclidean/config.json +0 -21
  10. exps/v3_medusa_euclidean/logs/metrics.csv +0 -253
  11. exps/v3_medusa_euclidean/logs/train.log +0 -121
  12. exps/v3_medusa_euclidean/results/final_model.pt +0 -3
  13. exps/v3_medusa_euclidean/results/final_results.json +0 -76
  14. exps/v3_medusa_euclidean/results/training_history.json +0 -3026
  15. exps/v3_vina_euclidean/checkpoints/best_model.pt +0 -3
  16. exps/v3_vina_euclidean/checkpoints/checkpoint_epoch_0059.pt +0 -3
  17. exps/v3_vina_euclidean/checkpoints/checkpoint_epoch_0075.pt +0 -3
  18. exps/v3_vina_euclidean/checkpoints/checkpoint_epoch_0100.pt +0 -3
  19. exps/v3_vina_euclidean/checkpoints/checkpoint_epoch_0125.pt +0 -3
  20. exps/v3_vina_euclidean/checkpoints/checkpoint_epoch_0150.pt +0 -3
  21. exps/v3_vina_euclidean/config.json +0 -21
  22. exps/v3_vina_euclidean/logs/metrics.csv +0 -160
  23. exps/v3_vina_euclidean/logs/train.log +0 -77
  24. exps/v3_vina_euclidean/results/final_model.pt +0 -3
  25. exps/v3_vina_euclidean/results/final_results.json +0 -76
  26. exps/v3_vina_euclidean/results/training_history.json +0 -1910
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- 95,184.694489,0.000174,21.165468,0.842721,5.638526,0.010011,21.739926,21.749937,0.740568,4.012421
97
- 96,179.366388,0.000169,21.169269,0.844069,5.678489,0.010004,21.931342,21.941346,0.761803,4.203162
98
- 97,186.642566,0.000165,21.125150,0.842127,5.709342,0.010005,21.593085,21.603090,0.726821,4.052114
99
- 98,184.752411,0.000160,21.085718,0.843254,5.441284,0.010013,21.939025,21.949038,0.808656,4.459130
100
- 99,182.011861,0.000155,21.074323,0.842205,5.496138,0.010003,21.446820,21.456823,0.705556,4.202083
101
- 100,195.185232,0.000150,21.077054,0.843927,5.490482,0.010002,22.106279,22.116281,0.809722,4.509420
102
- 101,180.867900,0.000146,21.048088,0.843931,5.388222,0.010002,21.366116,21.376118,0.664839,4.418503
103
- 102,184.709860,0.000141,21.054844,0.848234,5.428980,0.010002,21.881501,21.891503,0.758180,4.046142
104
- 103,193.549349,0.000136,21.062192,0.843693,5.585055,0.010010,21.907992,21.918003,0.748108,4.108308
105
- 104,182.054208,0.000132,21.058017,0.847696,5.489712,0.010001,21.778521,21.788522,0.776929,3.920419
106
- 105,184.456940,0.000127,21.037408,0.846892,5.435441,0.010001,21.743535,21.753536,0.777890,3.758493
107
- 106,185.556978,0.000122,21.002273,0.847740,5.374384,0.010001,21.920815,21.930816,0.794514,4.673730
108
- 107,184.385267,0.000118,20.971441,0.844572,5.362909,0.010003,21.938560,21.948562,0.807554,4.400047
109
- 108,186.702987,0.000113,20.945209,0.846760,5.385538,0.010002,21.825090,21.835092,0.784155,3.947999
110
- 109,182.062063,0.000109,20.978878,0.847601,5.309726,0.010002,21.573243,21.583245,0.717605,4.232109
111
- 110,184.267654,0.000104,20.943755,0.848513,5.208374,0.010001,21.890777,21.900777,0.806243,4.789347
112
- 111,184.832738,0.000100,20.928929,0.847943,5.386888,0.010001,21.325511,21.335512,0.708098,4.150117
113
- 112,180.843736,0.000095,20.907100,0.848901,5.287816,0.010002,21.467355,21.477357,0.722521,4.055892
114
- 113,182.251357,0.000091,20.907314,0.849681,5.292713,0.010001,21.439338,21.449339,0.702406,4.172951
115
- 114,189.329892,0.000087,20.878723,0.848193,5.469738,0.010001,21.957638,21.967639,0.823286,4.783399
116
- 115,185.585583,0.000083,20.879148,0.851851,5.286955,0.010001,21.791218,21.801218,0.791309,4.070156
117
- 116,184.609939,0.000078,20.877348,0.849173,5.211289,0.010001,21.497953,21.507953,0.745931,3.902335
118
- 117,187.232238,0.000074,20.802876,0.849759,5.197817,0.010001,21.489895,21.499895,0.729881,4.009287
119
- 118,183.241795,0.000070,20.823731,0.851237,5.302339,0.010001,21.420266,21.430267,0.704469,4.145929
120
- 119,181.770410,0.000066,20.893389,0.852894,5.277644,0.010000,21.560211,21.570212,0.748285,3.890088
121
- 120,184.599891,0.000063,20.810864,0.849111,5.073371,0.010000,21.546992,21.556992,0.761764,3.928203
122
- 121,185.536958,0.000059,20.800033,0.850162,5.095856,0.010001,21.956578,21.966579,0.838999,5.138806
123
- 122,183.252507,0.000055,20.787663,0.852891,5.319521,0.010000,21.292361,21.302362,0.689474,4.223402
124
- 123,181.521358,0.000052,20.771294,0.851417,5.104908,0.010000,21.481168,21.491169,0.738354,3.957448
125
- 124,186.427783,0.000048,20.763309,0.852841,5.113036,0.010000,21.739908,21.749908,0.778243,4.109441
126
- 125,184.253046,0.000045,20.761815,0.848883,5.224792,0.010000,21.636641,21.646641,0.779749,4.181967
127
- 126,187.580961,0.000042,20.753487,0.853398,5.034702,0.010000,21.525623,21.535623,0.749066,3.890257
128
- 127,184.032234,0.000038,20.748496,0.852584,4.992850,0.010000,21.725435,21.735435,0.796641,4.117898
129
- 128,180.792755,0.000035,20.741904,0.853354,5.143642,0.010000,21.527042,21.537042,0.746388,3.908178
130
- 129,184.594730,0.000032,20.709853,0.855322,5.090892,0.010000,21.598347,21.608347,0.773780,4.120754
131
- 130,188.188174,0.000030,20.696840,0.849709,5.083333,0.010000,21.314697,21.324697,0.703720,4.136323
132
- 131,183.365085,0.000027,20.701253,0.855243,5.011925,0.010000,21.504001,21.514001,0.743577,3.915207
133
- 132,182.571457,0.000024,20.760168,0.855011,4.944547,0.010000,21.481005,21.491006,0.748849,4.000621
134
- 133,182.233215,0.000022,20.697396,0.856412,4.922907,0.010000,21.513585,21.523585,0.750079,4.027774
135
- 134,182.218448,0.000019,20.707281,0.854871,4.894969,0.010000,21.521976,21.531976,0.755181,3.994269
136
- 135,182.411171,0.000017,20.716948,0.854805,4.974667,0.010000,21.501771,21.511771,0.745969,4.021489
137
- 136,184.135782,0.000015,20.703290,0.857687,5.011697,0.010000,21.476589,21.486589,0.745426,3.902443
138
- 137,182.880536,0.000013,20.686248,0.855181,4.837089,0.010000,21.498978,21.508978,0.756400,3.954780
139
- 138,185.089093,0.000011,20.678500,0.854109,5.105498,0.010000,21.433715,21.443715,0.735393,4.072436
140
- 139,181.884560,0.000010,20.694375,0.858562,4.937464,0.010000,21.467335,21.477336,0.747049,4.008067
141
- 140,191.708946,0.000008,20.716631,0.855221,4.893913,0.010000,21.446493,21.456493,0.740740,3.922797
142
- 141,184.420752,0.000007,20.703031,0.857701,4.864942,0.010000,21.511405,21.521405,0.762234,3.928407
143
- 142,183.015655,0.000006,20.701089,0.857641,4.950411,0.010000,21.461877,21.471877,0.747779,4.003018
144
- 143,190.436695,0.000005,20.697056,0.859106,4.917970,0.010000,21.453426,21.463427,0.741792,3.914717
145
- 144,182.849867,0.000004,20.655807,0.856197,4.896031,0.010000,21.470653,21.480654,0.751097,3.862649
146
- 145,186.404107,0.000003,20.682464,0.857779,5.037230,0.010000,21.437032,21.447032,0.735606,3.950925
147
- 146,189.314278,0.000002,20.670526,0.858733,4.946645,0.010000,21.440746,21.450746,0.741603,3.915626
148
- 147,181.442291,0.000002,20.665091,0.859127,4.792615,0.010000,21.448817,21.458818,0.740145,3.926036
149
- 148,187.705702,0.000001,20.672259,0.857295,4.888067,0.010000,21.426402,21.436402,0.737425,3.939278
150
- 149,191.678590,0.000001,20.665291,0.856226,4.931813,0.010000,21.462067,21.472067,0.745707,3.893821
151
- 150,183.619553,0.000300,20.691083,0.859666,4.832729,0.010000,21.430156,21.440155,0.739235,3.928762
152
- 151,183.823708,0.000300,20.931499,0.836210,6.014850,0.010001,20.980704,20.990705,0.619749,4.728165
153
- 152,187.481178,0.000300,21.048921,0.833672,6.043746,0.010000,22.410092,22.420092,0.887491,9.386131
154
- 153,188.946558,0.000300,21.012962,0.834107,6.074622,0.010000,21.458573,21.468573,0.699771,4.235080
155
- 154,185.401479,0.000300,20.971212,0.836078,6.263763,0.010000,21.729966,21.739965,0.763867,4.227055
156
- 155,187.107508,0.000300,20.969374,0.832800,6.061515,0.010000,22.240910,22.250910,0.836664,5.547936
157
- 156,186.092772,0.000299,21.001160,0.838173,6.074708,0.010000,21.798393,21.808393,0.784747,4.383542
158
- 157,192.800967,0.000299,21.000720,0.836824,6.279697,0.010000,21.811351,21.821351,0.778467,4.175586
159
- 158,194.940588,0.000299,20.933604,0.834395,5.885703,0.010000,21.999424,22.009424,0.765024,4.192915
160
- 159,191.146056,0.000299,20.991742,0.837367,6.159036,0.010000,21.785597,21.795596,0.792167,4.149987
161
- 160,187.083499,0.000298,20.995969,0.838574,6.179640,0.010000,21.214547,21.224547,0.672327,4.431157
162
- 161,189.156305,0.000298,20.925090,0.831544,6.535872,0.010000,21.478747,21.488747,0.710180,4.160399
163
- 162,181.196759,0.000297,20.922836,0.836216,5.931890,0.010000,21.819744,21.829744,0.795965,4.614573
164
- 163,190.364378,0.000297,20.951407,0.840862,6.072814,0.010000,21.433064,21.443063,0.729360,4.081035
165
- 164,201.160846,0.000296,21.000367,0.845149,5.749134,0.010000,21.707237,21.717237,0.746302,4.122583
166
- 165,197.155250,0.000296,20.883330,0.834460,6.071228,0.010000,22.264844,22.274844,0.842927,6.472073
167
- 166,188.309642,0.000295,20.899173,0.837586,5.914697,0.010000,21.536405,21.546405,0.747111,3.938211
168
- 167,189.540956,0.000295,20.885408,0.836659,6.515710,0.010000,22.019793,22.029793,0.849163,5.403407
169
- 168,184.960907,0.000294,20.852117,0.838070,5.990932,0.010000,21.721252,21.731252,0.776689,3.904808
170
- 169,184.820998,0.000293,20.867541,0.841199,5.850317,0.010000,21.436311,21.446311,0.721981,4.255086
171
- 170,193.957568,0.000293,20.818442,0.832152,6.004054,0.010000,21.427452,21.437451,0.719288,4.131517
172
- 171,196.254433,0.000292,20.872305,0.839207,6.033830,0.010000,21.911891,21.921891,0.828648,4.929696
173
- 172,192.240298,0.000291,20.865166,0.842621,5.864696,0.010000,21.011053,21.021053,0.621874,4.699919
174
- 173,187.069406,0.000290,20.838788,0.838426,5.888226,0.010000,21.916467,21.926467,0.821823,4.695139
175
- 174,190.095372,0.000290,20.853960,0.838974,6.069242,0.010000,21.427906,21.437906,0.705997,4.351513
176
- 175,184.055477,0.000289,20.790268,0.839390,5.918553,0.010000,21.488262,21.498262,0.748927,3.927878
177
- 176,185.578808,0.000288,20.754177,0.839182,5.948954,0.010000,21.617022,21.627022,0.795110,4.638520
178
- 177,197.453117,0.000287,20.790290,0.841700,5.835063,0.010000,22.157421,22.167421,0.807602,4.697374
179
- 178,193.395321,0.000286,20.790726,0.842495,6.007138,0.010000,21.301520,21.311519,0.670057,4.404810
180
- 179,195.024365,0.000285,20.786694,0.842347,5.876106,0.010000,21.195639,21.205639,0.662587,4.407592
181
- 180,186.012363,0.000284,20.777142,0.843654,5.716277,0.010000,21.678035,21.688036,0.760821,3.845788
182
- 181,188.471985,0.000283,20.791870,0.843695,5.867806,0.010000,21.517329,21.527329,0.741651,4.087509
183
- 182,187.248677,0.000282,20.725005,0.840999,5.907902,0.010000,21.809954,21.819954,0.768413,4.289192
184
- 183,187.064678,0.000280,20.706295,0.835390,6.138514,0.010000,21.938198,21.948198,0.800719,4.927072
185
- 184,195.808101,0.000279,20.731986,0.838786,6.102664,0.010000,21.372185,21.382184,0.732724,3.992880
186
- 185,196.829634,0.000278,20.708129,0.836056,6.097509,0.010000,21.060446,21.070446,0.652519,4.455063
187
- 186,186.602996,0.000277,20.701900,0.839066,5.947571,0.010000,21.798255,21.808255,0.832588,5.179438
188
- 187,190.728391,0.000275,20.723011,0.842317,5.865450,0.010000,21.937021,21.947021,0.839381,5.690323
189
- 188,189.795465,0.000274,20.703347,0.842074,5.784599,0.010000,21.710544,21.720544,0.809520,4.430981
190
- 189,192.190103,0.000273,20.687314,0.838590,6.010242,0.010000,21.470895,21.480895,0.744403,3.919131
191
- 190,191.541991,0.000271,20.675351,0.841179,5.786940,0.010000,21.506426,21.516426,0.784831,3.948511
192
- 191,195.661240,0.000270,20.702129,0.849272,6.257218,0.010000,21.876948,21.886948,0.822378,4.890950
193
- 192,203.192354,0.000269,20.678133,0.844212,5.713098,0.010000,21.238373,21.248372,0.677521,4.306957
194
- 193,188.828376,0.000267,20.692337,0.844012,5.990516,0.010000,21.672719,21.682719,0.770933,4.067884
195
- 194,187.135636,0.000266,20.643407,0.841508,5.981870,0.010000,21.082470,21.092470,0.670794,4.336169
196
- 195,191.792401,0.000264,20.639196,0.843422,5.833349,0.010000,21.390133,21.400133,0.765029,3.964182
197
- 196,184.054020,0.000263,20.675826,0.844795,6.152808,0.010000,21.682485,21.692485,0.803231,4.310599
198
- 197,199.949655,0.000261,20.637436,0.844633,5.737412,0.010000,21.569572,21.579572,0.782608,3.856437
199
- 198,195.284687,0.000259,20.600881,0.844297,6.027582,0.010000,21.759035,21.769035,0.797123,4.699387
200
- 199,186.874117,0.000258,20.595645,0.847013,5.762737,0.010000,21.191780,21.201780,0.682708,4.271931
201
- 200,189.482251,0.000256,20.584559,0.839539,5.991616,0.010000,21.409110,21.419110,0.757236,3.961191
202
- 201,191.996866,0.000255,20.603416,0.845157,6.074848,0.010000,21.453993,21.463993,0.742615,3.937590
203
- 202,194.945524,0.000253,20.592191,0.844026,6.033023,0.010000,21.555917,21.565917,0.775652,3.914622
204
- 203,193.529883,0.000251,20.582069,0.846348,5.986996,0.010000,21.666422,21.676422,0.789871,4.312020
205
- 204,190.154714,0.000249,20.605802,0.848343,5.789690,0.010000,21.270127,21.280127,0.726402,4.012522
206
- 205,184.354618,0.000248,20.579856,0.843930,6.044592,0.010000,20.987078,20.997078,0.642779,4.539444
207
- 206,184.474531,0.000246,20.571630,0.848412,6.109711,0.010000,21.230289,21.240289,0.703261,4.137105
208
- 207,189.436460,0.000244,20.538961,0.842597,6.062259,0.010000,21.555706,21.565705,0.816395,4.152656
209
- 208,190.779932,0.000242,20.587602,0.846314,6.115543,0.010000,21.247586,21.257586,0.735247,3.955612
210
- 209,192.518906,0.000240,20.537092,0.843142,6.000836,0.010000,21.648778,21.658778,0.803151,4.167833
211
- 210,188.076166,0.000238,20.532939,0.847151,5.814143,0.010000,21.617037,21.627037,0.817202,4.452984
212
- 211,186.915953,0.000236,20.531044,0.847903,6.172840,0.010000,21.301073,21.311073,0.730155,3.963284
213
- 212,184.053264,0.000235,20.543516,0.848079,5.979783,0.010000,21.222070,21.232070,0.718363,4.396594
214
- 213,199.525377,0.000233,20.508448,0.846616,6.023806,0.010000,21.409421,21.419421,0.748371,4.096210
215
- 214,190.042767,0.000231,20.533958,0.849454,5.876976,0.010000,20.956060,20.966060,0.639774,4.505662
216
- 215,187.212241,0.000229,20.497972,0.848976,5.875964,0.010000,21.249113,21.259113,0.711937,4.096192
217
- 216,184.956868,0.000227,20.509741,0.848194,6.073044,0.010000,21.583404,21.593404,0.757759,4.380459
218
- 217,184.431301,0.000225,20.560859,0.847129,6.215233,0.010000,20.901104,20.911104,0.628400,4.577588
219
- 218,192.234104,0.000223,20.491942,0.842990,6.017154,0.010000,20.608072,20.618072,0.541774,5.099301
220
- 219,189.469449,0.000220,20.453736,0.846590,6.097913,0.010000,21.258533,21.268533,0.712332,4.070129
221
- 220,186.701643,0.000218,20.468046,0.845647,6.017423,0.010000,21.369330,21.379329,0.754675,3.846788
222
- 221,188.295883,0.000216,20.509116,0.849692,6.105847,0.010000,20.910511,20.920510,0.627760,4.591521
223
- 222,183.811940,0.000214,20.475827,0.848102,5.944905,0.010000,21.205732,21.215732,0.708252,4.120828
224
- 223,186.429788,0.000212,20.470583,0.848758,6.170563,0.010000,21.319773,21.329773,0.763278,3.916199
225
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- 2026-01-18 20:11:55,774 - INFO - 输出目录: ./experiments/v3_medusa_euclidean
2
- 2026-01-18 20:11:55,774 - INFO - 配置: {
3
- "data_path": "/home/jovyan/gnncp/datasets_all/medusagraph_enhanced_graphs.pt",
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- "axis": "euclidean",
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- "train_ratio": 0.7,
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- "min_epochs": 100,
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- "target_coverage": 0.9,
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- "lambda_width": 0.3,
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- "seed": 42,
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- "start_time": "2026-01-18T20:11:55.773948"
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- }
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- 2026-01-18 20:11:55,775 - INFO - 设备: cuda
24
- 2026-01-18 20:11:55,775 - INFO - 加载数据: /home/jovyan/gnncp/datasets_all/medusagraph_enhanced_graphs.pt
25
- 2026-01-18 20:35:51,916 - INFO - 总图数: 4860
26
- 2026-01-18 20:35:51,922 - INFO - 节点特征维度: 82
27
- 2026-01-18 20:35:51,922 - INFO - 边特征维度: 4
28
- 2026-01-18 20:35:51,925 - INFO - 数据划分: Train=3402, Val=486, Calib=486, Test=486
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- 2026-01-18 20:35:52,443 - INFO - 误差分布: median=17.097, q90=35.229, q95=45.789
30
- 2026-01-18 20:35:52,546 - INFO - 裁剪阈值 (98%): 57.7338
31
- 2026-01-18 20:35:52,642 - INFO - Baseline (标准 CP): radius=35.2293, width=70.4586
32
- 2026-01-18 20:35:53,053 - INFO - 模型参数: 8,682,023
33
- 2026-01-18 20:35:53,817 - INFO - ======================================================================
34
- 2026-01-18 20:35:53,817 - INFO - CQR-GNN Ultra 训练 (v2)
35
- 2026-01-18 20:35:53,817 - INFO - 轴: euclidean | 目标覆盖率: [88%, 93%]
36
- 2026-01-18 20:35:53,817 - INFO - min_epochs: 100 | patience: 100
37
- 2026-01-18 20:35:53,817 - INFO - ======================================================================
38
- 2026-01-18 20:42:58,161 - INFO - [Epoch 001] Train: loss=12.2193, cov=75.41%, width=27.37 | Val: cov=90.33% (达标✓), width=34.11 (L=0.01, U=34.10) | best_w=34.11 | no_imp=0 | time=423.3s
39
- 2026-01-18 23:33:59,463 - INFO - [Epoch 025] Train: loss=6.2118, cov=83.96%, width=22.27 | Val: cov=76.12% (欠覆盖), width=22.72 (L=0.01, U=22.71) | best_w=24.19 | no_imp=9 | time=419.6s
40
- 2026-01-19 02:30:25,283 - INFO - [Epoch 050] Train: loss=4.9478, cov=85.16%, width=21.75 | Val: cov=78.84% (欠覆盖), width=22.39 (L=0.01, U=22.38) | best_w=24.19 | no_imp=34 | time=436.4s
41
- 2026-01-19 15:35:58,040 - INFO - 输出目录: ./experiments/v3_medusa_euclidean
42
- 2026-01-19 15:35:58,054 - INFO - 配置: {
43
- "data_path": "/home/jovyan/gnncp/datasets_all/medusagraph_enhanced_graphs.pt",
44
- "axis": "euclidean",
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- "train_ratio": 0.7,
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- "seed": 42,
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- "start_time": "2026-01-19T15:35:57.728106"
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- }
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- 2026-01-19 15:35:58,565 - INFO - 设备: cuda
64
- 2026-01-19 15:35:58,565 - INFO - 加载数据: /home/jovyan/gnncp/datasets_all/medusagraph_enhanced_graphs.pt
65
- 2026-01-19 16:04:25,055 - INFO - 总图数: 4860
66
- 2026-01-19 16:04:25,056 - INFO - 节点特征维度: 82
67
- 2026-01-19 16:04:25,056 - INFO - 边特征维度: 4
68
- 2026-01-19 16:04:25,058 - INFO - 数据划分: Train=3402, Val=486, Calib=486, Test=486
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- 2026-01-19 16:04:26,793 - INFO - 误差分布: median=17.097, q90=35.229, q95=45.789
70
- 2026-01-19 16:04:26,856 - INFO - 裁剪阈值 (98%): 57.7338
71
- 2026-01-19 16:04:26,913 - INFO - Baseline (标准 CP): radius=35.2293, width=70.4586
72
- 2026-01-19 16:04:27,754 - INFO - 模型参数: 8,682,023
73
- 2026-01-19 16:04:29,183 - INFO - ======================================================================
74
- 2026-01-19 16:04:29,183 - INFO - CQR-GNN Ultra 训练 (v2)
75
- 2026-01-19 16:04:29,183 - INFO - 轴: euclidean | 目标覆盖率: [88%, 93%]
76
- 2026-01-19 16:04:29,183 - INFO - min_epochs: 100 | patience: 100
77
- 2026-01-19 16:04:29,183 - INFO - ======================================================================
78
- 2026-01-19 16:08:08,828 - INFO - [Epoch 001] Train: loss=13.2179, cov=72.69%, width=26.72 | Val: cov=85.32% (欠覆盖), width=32.34 (L=0.01, U=32.33) | best_w=inf | no_imp=1 | time=219.6s
79
- 2026-01-19 17:22:52,752 - INFO - [Epoch 025] Train: loss=6.2277, cov=83.90%, width=22.38 | Val: cov=73.16% (欠覆盖), width=22.51 (L=0.01, U=22.50) | best_w=23.57 | no_imp=2 | time=187.5s
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- 2026-01-19 18:40:38,759 - INFO - [Epoch 050] Train: loss=5.1184, cov=85.37%, width=21.84 | Val: cov=82.29% (欠覆盖), width=22.65 (L=0.01, U=22.64) | best_w=23.50 | no_imp=16 | time=185.5s
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- 2026-01-19 19:57:57,058 - INFO - [Epoch 075] Train: loss=5.9828, cov=83.88%, width=21.62 | Val: cov=82.86% (欠覆盖), width=22.46 (L=0.01, U=22.45) | best_w=23.02 | no_imp=2 | time=189.6s
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- 2026-01-19 21:15:12,321 - INFO - [Epoch 100] Train: loss=5.4905, cov=84.39%, width=21.08 | Val: cov=80.97% (欠覆盖), width=22.12 (L=0.01, U=22.11) | best_w=23.02 | no_imp=27 | time=195.2s
83
- 2026-01-19 22:32:06,356 - INFO - [Epoch 125] Train: loss=5.2248, cov=84.89%, width=20.76 | Val: cov=77.97% (欠覆盖), width=21.65 (L=0.01, U=21.64) | best_w=23.02 | no_imp=52 | time=184.3s
84
- 2026-01-19 23:49:11,067 - INFO - [Epoch 150] Train: loss=4.8327, cov=85.97%, width=20.69 | Val: cov=73.92% (欠覆盖), width=21.44 (L=0.01, U=21.43) | best_w=23.02 | no_imp=77 | time=183.6s
85
- 2026-01-20 01:08:06,951 - INFO - [Epoch 175] Train: loss=5.9186, cov=83.94%, width=20.79 | Val: cov=74.89% (欠覆盖), width=21.50 (L=0.01, U=21.49) | best_w=22.42 | no_imp=23 | time=184.1s
86
- 2026-01-20 02:27:53,092 - INFO - [Epoch 200] Train: loss=5.9916, cov=83.95%, width=20.58 | Val: cov=75.72% (欠覆盖), width=21.42 (L=0.01, U=21.41) | best_w=22.42 | no_imp=48 | time=189.5s
87
- 2026-01-20 03:46:32,091 - INFO - [Epoch 225] Train: loss=6.0471, cov=84.48%, width=20.47 | Val: cov=65.28% (欠覆盖), width=20.95 (L=0.01, U=20.94) | best_w=22.42 | no_imp=73 | time=186.4s
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- 2026-01-20 05:05:02,843 - INFO - [Epoch 250] Train: loss=6.2032, cov=85.19%, width=20.29 | Val: cov=76.55% (欠覆盖), width=21.29 (L=0.01, U=21.28) | best_w=22.42 | no_imp=98 | time=193.7s
89
- 2026-01-20 05:11:19,514 - INFO - 早停于 epoch 252
90
- 2026-01-20 05:11:19,532 - INFO - 恢复最佳模型 (best_width=22.42)
91
- 2026-01-20 05:11:19,544 - INFO - 训练完成,总耗时: 47210.3s
92
- 2026-01-20 05:11:19,544 - INFO - ======================================================================
93
- 2026-01-20 05:11:19,544 - INFO - 校准阶段
94
- 2026-01-20 05:11:19,544 - INFO - ======================================================================
95
- 2026-01-20 05:11:31,789 - INFO - 全局 η_lower: 0.0000
96
- 2026-01-20 05:11:31,789 - INFO - 全局 η_upper: 0.1315
97
- 2026-01-20 05:11:31,789 - INFO - 局部 η_lower: ['0.000', '0.000', '0.000', '0.000', '0.000']
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- 2026-01-20 05:11:31,789 - INFO - 局部 η_upper: ['-0.094', '0.232', '0.425', '-0.214', '0.336']
99
- 2026-01-20 05:11:31,789 - INFO - ======================================================================
100
- 2026-01-20 05:11:31,789 - INFO - 测试阶段 (非对称区间)
101
- 2026-01-20 05:11:31,789 - INFO - ======================================================================
102
- 2026-01-20 05:11:53,965 - INFO -
103
- [全局校准]
104
- 2026-01-20 05:11:53,966 - INFO - Coverage: 91.06%
105
- 2026-01-20 05:11:53,966 - INFO - Avg Width: 21.3108 Å (Lower: 0.0100, Upper: 21.3008)
106
- 2026-01-20 05:11:53,966 - INFO -
107
- [局部校准]
108
- 2026-01-20 05:11:53,966 - INFO - Coverage: 91.15%
109
- 2026-01-20 05:11:53,966 - INFO - Avg Width: 21.3241 Å (Lower: 0.0100, Upper: 21.3141)
110
- 2026-01-20 05:11:53,966 - INFO -
111
- ======================================================================
112
- 2026-01-20 05:11:53,966 - INFO - 最终结果
113
- 2026-01-20 05:11:53,966 - INFO - ======================================================================
114
- 2026-01-20 05:11:53,966 - INFO - 方法 Coverage Avg Width 说明
115
- 2026-01-20 05:11:53,966 - INFO - ---------------------------------------------------------------------------
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- 2026-01-20 05:11:53,966 - INFO - Standard CP (Baseline) 91.03% 70.4586 Å 对称 ±35.23
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- 2026-01-20 05:11:53,966 - INFO - CQR-GNN Ultra (局部校准) 91.15% 21.3241 Å 非对称 [-0.01, +21.31]
118
- 2026-01-20 05:11:53,966 - INFO -
119
- 区间宽度改进: 69.7%
120
- 2026-01-20 05:11:54,023 - INFO -
121
- 所有结果已保存到: ./experiments/v3_medusa_euclidean
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
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exps/v3_vina_euclidean/logs/train.log DELETED
@@ -1,77 +0,0 @@
1
- 2026-01-18 15:02:36,841 - INFO - 输出目录: ./experiments/v3_vina_euclidean
2
- 2026-01-18 15:02:36,842 - INFO - 配置: {
3
- "data_path": "/home/jovyan/gnncp/datasets_all/autodock_vina_enhanced_graphs.pt",
4
- "axis": "euclidean",
5
- "train_ratio": 0.7,
6
- "val_ratio": 0.1,
7
- "calib_ratio": 0.1,
8
- "clip_quantile": 0.98,
9
- "hidden_dim": 256,
10
- "num_layers": 6,
11
- "num_heads": 8,
12
- "dropout": 0.1,
13
- "lr": 0.0003,
14
- "batch_size": 8,
15
- "num_epochs": 400,
16
- "patience": 100,
17
- "min_epochs": 100,
18
- "target_coverage": 0.9,
19
- "lambda_width": 0.3,
20
- "seed": 42,
21
- "start_time": "2026-01-18T15:02:36.841859"
22
- }
23
- 2026-01-18 15:02:37,200 - INFO - 设备: cuda
24
- 2026-01-18 15:02:37,200 - INFO - 加载数据: /home/jovyan/gnncp/datasets_all/autodock_vina_enhanced_graphs.pt
25
- 2026-01-18 15:16:44,925 - INFO - 总图数: 4860
26
- 2026-01-18 15:16:44,926 - INFO - 节点特征维度: 82
27
- 2026-01-18 15:16:44,926 - INFO - 边特征维度: 4
28
- 2026-01-18 15:16:44,928 - INFO - 数据划分: Train=3402, Val=486, Calib=486, Test=486
29
- 2026-01-18 15:16:46,698 - INFO - 误差分布: median=12.006, q90=29.923, q95=33.432
30
- 2026-01-18 15:16:46,707 - INFO - 裁剪阈值 (98%): 36.0029
31
- 2026-01-18 15:16:46,716 - INFO - Baseline (标准 CP): radius=29.9225, width=59.8451
32
- 2026-01-18 15:16:47,288 - INFO - 模型参数: 8,682,023
33
- 2026-01-18 15:16:48,224 - INFO - ======================================================================
34
- 2026-01-18 15:16:48,224 - INFO - CQR-GNN Ultra 训练 (v2)
35
- 2026-01-18 15:16:48,224 - INFO - 轴: euclidean | 目标覆盖率: [88%, 93%]
36
- 2026-01-18 15:16:48,224 - INFO - min_epochs: 100 | patience: 100
37
- 2026-01-18 15:16:48,224 - INFO - ======================================================================
38
- 2026-01-18 15:20:17,261 - INFO - [Epoch 001] Train: loss=11.5138, cov=78.29%, width=24.08 | Val: cov=74.13% (欠覆盖), width=19.52 (L=0.01, U=19.51) | best_w=inf | no_imp=1 | time=209.0s
39
- 2026-01-18 16:33:22,450 - INFO - [Epoch 025] Train: loss=4.5400, cov=83.84%, width=16.76 | Val: cov=89.27% (达标✓), width=16.80 (L=0.01, U=16.79) | best_w=16.80 | no_imp=0 | time=181.1s
40
- 2026-01-18 17:48:57,228 - INFO - [Epoch 050] Train: loss=3.5654, cov=85.22%, width=16.11 | Val: cov=77.40% (欠覆盖), width=15.30 (L=0.01, U=15.29) | best_w=16.80 | no_imp=25 | time=179.7s
41
- 2026-01-18 19:04:28,005 - INFO - [Epoch 075] Train: loss=4.4632, cov=83.25%, width=15.78 | Val: cov=77.02% (欠覆盖), width=14.95 (L=0.01, U=14.94) | best_w=15.81 | no_imp=16 | time=179.3s
42
- 2026-01-18 20:20:32,783 - INFO - [Epoch 100] Train: loss=4.0530, cov=84.31%, width=15.37 | Val: cov=82.59% (欠覆盖), width=14.74 (L=0.01, U=14.73) | best_w=15.81 | no_imp=41 | time=183.5s
43
- 2026-01-18 22:59:50,661 - INFO - [Epoch 125] Train: loss=3.9127, cov=85.64%, width=15.15 | Val: cov=78.09% (欠覆盖), width=14.48 (L=0.01, U=14.47) | best_w=15.81 | no_imp=66 | time=428.3s
44
- 2026-01-19 01:56:10,884 - INFO - [Epoch 150] Train: loss=3.8179, cov=86.49%, width=15.09 | Val: cov=73.44% (欠覆盖), width=14.36 (L=0.01, U=14.35) | best_w=15.81 | no_imp=91 | time=434.6s
45
- 2026-01-19 03:01:28,533 - INFO - 早停于 epoch 159
46
- 2026-01-19 03:01:28,552 - INFO - 恢复最佳模型 (best_width=15.81)
47
- 2026-01-19 03:01:28,558 - INFO - 训练完成,总耗时: 42280.3s
48
- 2026-01-19 03:01:28,558 - INFO - ======================================================================
49
- 2026-01-19 03:01:28,558 - INFO - 校准阶段
50
- 2026-01-19 03:01:28,558 - INFO - ======================================================================
51
- 2026-01-19 03:02:12,446 - INFO - 全局 η_lower: 0.0000
52
- 2026-01-19 03:02:12,446 - INFO - 全局 η_upper: 0.3207
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- 2026-01-19 03:02:12,446 - INFO - 局部 η_lower: ['0.000', '0.000', '0.000', '-0.000', '-0.000']
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- 2026-01-19 03:02:12,446 - INFO - 局部 η_upper: ['0.160', '0.549', '0.812', '0.131', '-0.125']
55
- 2026-01-19 03:02:12,446 - INFO - ======================================================================
56
- 2026-01-19 03:02:12,446 - INFO - 测试阶段 (非对称区间)
57
- 2026-01-19 03:02:12,446 - INFO - ======================================================================
58
- 2026-01-19 03:03:43,384 - INFO -
59
- [全局校准]
60
- 2026-01-19 03:03:43,385 - INFO - Coverage: 89.46%
61
- 2026-01-19 03:03:43,385 - INFO - Avg Width: 16.3535 Å (Lower: 0.0100, Upper: 16.3434)
62
- 2026-01-19 03:03:43,385 - INFO -
63
- [局部校准]
64
- 2026-01-19 03:03:43,385 - INFO - Coverage: 89.60%
65
- 2026-01-19 03:03:43,385 - INFO - Avg Width: 16.3389 Å (Lower: 0.0100, Upper: 16.3289)
66
- 2026-01-19 03:03:43,385 - INFO -
67
- ======================================================================
68
- 2026-01-19 03:03:43,386 - INFO - 最终结果
69
- 2026-01-19 03:03:43,386 - INFO - ======================================================================
70
- 2026-01-19 03:03:43,386 - INFO - 方法 Coverage Avg Width 说明
71
- 2026-01-19 03:03:43,386 - INFO - ---------------------------------------------------------------------------
72
- 2026-01-19 03:03:43,386 - INFO - Standard CP (Baseline) 90.15% 59.8451 Å 对称 ±29.92
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- 2026-01-19 03:03:43,386 - INFO - CQR-GNN Ultra (局部校准) 89.60% 16.3389 Å 非对称 [-0.01, +16.33]
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- 2026-01-19 03:03:43,386 - INFO -
75
- 区间宽度改进: 72.7%
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- 2026-01-19 03:03:43,450 - INFO -
77
- 所有结果已保存到: ./experiments/v3_vina_euclidean
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
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