{ "best_metric": null, "best_model_checkpoint": null, "epoch": 0.6601567872369688, "eval_steps": 200, "global_step": 7200, "is_hyper_param_search": false, "is_local_process_zero": true, "is_world_process_zero": true, "log_history": [ { "epoch": 0.02, "eval_bertscore": 0.7401605248451233, "eval_loss": 1.9530484676361084, "eval_rouge1": 0.6562857460474375, "eval_rouge2": 0.3640670727106235, "eval_rougeL": 0.5655212336424695, "eval_rougeLsum": 0.6414840198810386, "eval_runtime": 21.7196, "eval_samples_per_second": 1.381, "eval_steps_per_second": 0.691, "step": 200 }, { "epoch": 0.02, "grad_norm": 0.25105270743370056, "learning_rate": 0.00019771674842969145, "loss": 1.7353, "step": 250 }, { "epoch": 0.04, "eval_bertscore": 0.7432050108909607, "eval_loss": 1.9583823680877686, "eval_rouge1": 0.6554226269617707, "eval_rouge2": 0.36661086995296877, "eval_rougeL": 0.5637448790342183, "eval_rougeLsum": 0.6419796784912521, "eval_runtime": 21.9623, "eval_samples_per_second": 1.366, "eval_steps_per_second": 0.683, "step": 400 }, { "epoch": 0.05, "grad_norm": 0.26550447940826416, "learning_rate": 0.00019542432717436156, "loss": 1.7786, "step": 500 }, { "epoch": 0.06, "eval_bertscore": 0.7469045519828796, "eval_loss": 1.9245686531066895, "eval_rouge1": 0.6662431635890791, "eval_rouge2": 0.3735263724826765, "eval_rougeL": 0.5755071616151013, "eval_rougeLsum": 0.6538383087686117, "eval_runtime": 21.5302, "eval_samples_per_second": 1.393, "eval_steps_per_second": 0.697, "step": 600 }, { "epoch": 0.07, "grad_norm": 0.1538015753030777, "learning_rate": 0.0001931319059190317, "loss": 1.8851, "step": 750 }, { "epoch": 0.07, "eval_bertscore": 0.7442477941513062, "eval_loss": 1.9187489748001099, "eval_rouge1": 0.6606221897489035, "eval_rouge2": 0.368654563659435, "eval_rougeL": 0.5731546210408094, "eval_rougeLsum": 0.6470590823125606, "eval_runtime": 21.9831, "eval_samples_per_second": 1.365, "eval_steps_per_second": 0.682, "step": 800 }, { "epoch": 0.09, "grad_norm": 0.1681252270936966, "learning_rate": 0.0001908394846637018, "loss": 1.8919, "step": 1000 }, { "epoch": 0.09, "eval_bertscore": 0.7458053231239319, "eval_loss": 1.9159075021743774, "eval_rouge1": 0.6621259186456026, "eval_rouge2": 0.372024043683234, "eval_rougeL": 0.5743354509339939, "eval_rougeLsum": 0.6491550893780276, "eval_runtime": 21.7159, "eval_samples_per_second": 1.381, "eval_steps_per_second": 0.691, "step": 1000 }, { "epoch": 0.11, "eval_bertscore": 0.7468854784965515, "eval_loss": 1.9140182733535767, "eval_rouge1": 0.6626581781149132, "eval_rouge2": 0.37318557504782157, "eval_rougeL": 0.5759264203594217, "eval_rougeLsum": 0.6490702446275723, "eval_runtime": 21.6486, "eval_samples_per_second": 1.386, "eval_steps_per_second": 0.693, "step": 1200 }, { "epoch": 0.11, "grad_norm": 0.1552441120147705, "learning_rate": 0.00018854706340837193, "loss": 1.9052, "step": 1250 }, { "epoch": 0.13, "eval_bertscore": 0.7475314736366272, "eval_loss": 1.913794755935669, "eval_rouge1": 0.6648687174353192, "eval_rouge2": 0.3760379232448734, "eval_rougeL": 0.5784915488164926, "eval_rougeLsum": 0.6513864520108938, "eval_runtime": 21.664, "eval_samples_per_second": 1.385, "eval_steps_per_second": 0.692, "step": 1400 }, { "epoch": 0.14, "grad_norm": 0.14638397097587585, "learning_rate": 0.00018625464215304204, "loss": 1.8843, "step": 1500 }, { "epoch": 0.15, "eval_bertscore": 0.747238039970398, "eval_loss": 1.9117029905319214, "eval_rouge1": 0.6638085237198453, "eval_rouge2": 0.3742779818055127, "eval_rougeL": 0.5754209460423059, "eval_rougeLsum": 0.6506476155592722, "eval_runtime": 21.9308, "eval_samples_per_second": 1.368, "eval_steps_per_second": 0.684, "step": 1600 }, { "epoch": 0.16, "grad_norm": 0.15738993883132935, "learning_rate": 0.00018396222089771218, "loss": 1.8964, "step": 1750 }, { "epoch": 0.17, "eval_bertscore": 0.7473016381263733, "eval_loss": 1.9117563962936401, "eval_rouge1": 0.6620053151663765, "eval_rouge2": 0.37406692119411245, "eval_rougeL": 0.5758911607323577, "eval_rougeLsum": 0.6494070575604445, "eval_runtime": 21.6727, "eval_samples_per_second": 1.384, "eval_steps_per_second": 0.692, "step": 1800 }, { "epoch": 0.18, "grad_norm": 0.1588907092809677, "learning_rate": 0.00018166979964238228, "loss": 1.8827, "step": 2000 }, { "epoch": 0.18, "eval_bertscore": 0.7485987544059753, "eval_loss": 1.9126006364822388, "eval_rouge1": 0.6641836156334741, "eval_rouge2": 0.37320215574735827, "eval_rougeL": 0.5783015040447993, "eval_rougeLsum": 0.6522235940423647, "eval_runtime": 21.9759, "eval_samples_per_second": 1.365, "eval_steps_per_second": 0.683, "step": 2000 }, { "epoch": 0.2, "eval_bertscore": 0.7482583522796631, "eval_loss": 1.9075205326080322, "eval_rouge1": 0.6658219484766166, "eval_rouge2": 0.37723364952258465, "eval_rougeL": 0.5769040785174693, "eval_rougeLsum": 0.6511328888044219, "eval_runtime": 21.5892, "eval_samples_per_second": 1.39, "eval_steps_per_second": 0.695, "step": 2200 }, { "epoch": 0.21, "grad_norm": 0.15247465670108795, "learning_rate": 0.00017937737838705242, "loss": 1.8831, "step": 2250 }, { "epoch": 0.22, "eval_bertscore": 0.7460805177688599, "eval_loss": 1.9088668823242188, "eval_rouge1": 0.6627321043292516, "eval_rouge2": 0.3696581195003696, "eval_rougeL": 0.5740988544467178, "eval_rougeLsum": 0.6478729042661874, "eval_runtime": 21.9221, "eval_samples_per_second": 1.368, "eval_steps_per_second": 0.684, "step": 2400 }, { "epoch": 0.23, "grad_norm": 0.1587379276752472, "learning_rate": 0.00017708495713172253, "loss": 1.8829, "step": 2500 }, { "epoch": 0.24, "eval_bertscore": 0.7472203373908997, "eval_loss": 1.906219482421875, "eval_rouge1": 0.6637415370426804, "eval_rouge2": 0.37565276875837994, "eval_rougeL": 0.5773879369079004, "eval_rougeLsum": 0.6488719947518645, "eval_runtime": 21.8112, "eval_samples_per_second": 1.375, "eval_steps_per_second": 0.688, "step": 2600 }, { "epoch": 0.25, "grad_norm": 0.1558646410703659, "learning_rate": 0.00017479253587639266, "loss": 1.8978, "step": 2750 }, { "epoch": 0.26, "eval_bertscore": 0.7466126680374146, "eval_loss": 1.9045982360839844, "eval_rouge1": 0.6616225540296956, "eval_rouge2": 0.37370762164745913, "eval_rougeL": 0.5759418528371097, "eval_rougeLsum": 0.6479977636906877, "eval_runtime": 21.8772, "eval_samples_per_second": 1.371, "eval_steps_per_second": 0.686, "step": 2800 }, { "epoch": 0.28, "grad_norm": 0.14783035218715668, "learning_rate": 0.00017250011462106277, "loss": 1.8978, "step": 3000 }, { "epoch": 0.28, "eval_bertscore": 0.7485571503639221, "eval_loss": 1.9035439491271973, "eval_rouge1": 0.6664050030501707, "eval_rouge2": 0.379492440917784, "eval_rougeL": 0.5806973731221475, "eval_rougeLsum": 0.6524346156604702, "eval_runtime": 21.9217, "eval_samples_per_second": 1.369, "eval_steps_per_second": 0.684, "step": 3000 }, { "epoch": 0.29, "eval_bertscore": 0.7483461499214172, "eval_loss": 1.9022458791732788, "eval_rouge1": 0.6618989733136488, "eval_rouge2": 0.37377379177271053, "eval_rougeL": 0.5780989082173933, "eval_rougeLsum": 0.6490379362631586, "eval_runtime": 21.7847, "eval_samples_per_second": 1.377, "eval_steps_per_second": 0.689, "step": 3200 }, { "epoch": 0.3, "grad_norm": 0.16484151780605316, "learning_rate": 0.0001702076933657329, "loss": 1.8715, "step": 3250 }, { "epoch": 0.31, "eval_bertscore": 0.7490711212158203, "eval_loss": 1.9013088941574097, "eval_rouge1": 0.6638141306545007, "eval_rouge2": 0.37356255553691553, "eval_rougeL": 0.577975450251653, "eval_rougeLsum": 0.6492478632295806, "eval_runtime": 21.8807, "eval_samples_per_second": 1.371, "eval_steps_per_second": 0.686, "step": 3400 }, { "epoch": 0.32, "grad_norm": 0.14130128920078278, "learning_rate": 0.000167915272110403, "loss": 1.8819, "step": 3500 }, { "epoch": 0.33, "eval_bertscore": 0.7475283741950989, "eval_loss": 1.9002223014831543, "eval_rouge1": 0.6628836314413511, "eval_rouge2": 0.37179988805094977, "eval_rougeL": 0.5764222388923268, "eval_rougeLsum": 0.649864229310889, "eval_runtime": 22.124, "eval_samples_per_second": 1.356, "eval_steps_per_second": 0.678, "step": 3600 }, { "epoch": 0.34, "grad_norm": 0.1494186818599701, "learning_rate": 0.00016562285085507315, "loss": 1.8828, "step": 3750 }, { "epoch": 0.35, "eval_bertscore": 0.7486498951911926, "eval_loss": 1.9011151790618896, "eval_rouge1": 0.6669673680023924, "eval_rouge2": 0.3771780440183751, "eval_rougeL": 0.5792518624130161, "eval_rougeLsum": 0.6534484242953056, "eval_runtime": 21.813, "eval_samples_per_second": 1.375, "eval_steps_per_second": 0.688, "step": 3800 }, { "epoch": 0.37, "grad_norm": 0.14803479611873627, "learning_rate": 0.00016333042959974325, "loss": 1.8761, "step": 4000 }, { "epoch": 0.37, "eval_bertscore": 0.7471507787704468, "eval_loss": 1.9001713991165161, "eval_rouge1": 0.6651735220672027, "eval_rouge2": 0.3736698451416937, "eval_rougeL": 0.5779938808281732, "eval_rougeLsum": 0.6509815118131576, "eval_runtime": 21.5004, "eval_samples_per_second": 1.395, "eval_steps_per_second": 0.698, "step": 4000 }, { "epoch": 0.39, "eval_bertscore": 0.7485501766204834, "eval_loss": 1.8993827104568481, "eval_rouge1": 0.6646424082737133, "eval_rouge2": 0.37318485364862475, "eval_rougeL": 0.5773338159759467, "eval_rougeLsum": 0.6507594353103527, "eval_runtime": 21.2963, "eval_samples_per_second": 1.409, "eval_steps_per_second": 0.704, "step": 4200 }, { "epoch": 0.39, "grad_norm": 0.15562959015369415, "learning_rate": 0.0001610380083444134, "loss": 1.8672, "step": 4250 }, { "epoch": 0.4, "eval_bertscore": 0.7469989061355591, "eval_loss": 1.900540828704834, "eval_rouge1": 0.6620664558691891, "eval_rouge2": 0.37299419371215703, "eval_rougeL": 0.5765442194831125, "eval_rougeLsum": 0.6472642385429858, "eval_runtime": 21.9086, "eval_samples_per_second": 1.369, "eval_steps_per_second": 0.685, "step": 4400 }, { "epoch": 0.41, "grad_norm": 0.15420928597450256, "learning_rate": 0.0001587455870890835, "loss": 1.8754, "step": 4500 }, { "epoch": 0.42, "eval_bertscore": 0.7475299835205078, "eval_loss": 1.8988685607910156, "eval_rouge1": 0.6656661780424216, "eval_rouge2": 0.37467258880478527, "eval_rougeL": 0.5770800519970718, "eval_rougeLsum": 0.6522703864288166, "eval_runtime": 22.063, "eval_samples_per_second": 1.36, "eval_steps_per_second": 0.68, "step": 4600 }, { "epoch": 0.44, "grad_norm": 0.15809176862239838, "learning_rate": 0.00015645316583375363, "loss": 1.8848, "step": 4750 }, { "epoch": 0.44, "eval_bertscore": 0.7490234375, "eval_loss": 1.8991097211837769, "eval_rouge1": 0.6651730257289085, "eval_rouge2": 0.3778893043274054, "eval_rougeL": 0.5782673838033503, "eval_rougeLsum": 0.6516865674488727, "eval_runtime": 22.0202, "eval_samples_per_second": 1.362, "eval_steps_per_second": 0.681, "step": 4800 }, { "epoch": 0.46, "grad_norm": 0.17979757487773895, "learning_rate": 0.00015416074457842374, "loss": 1.8851, "step": 5000 }, { "epoch": 0.46, "eval_bertscore": 0.7492111325263977, "eval_loss": 1.897339940071106, "eval_rouge1": 0.665920573890169, "eval_rouge2": 0.37917993898535385, "eval_rougeL": 0.5800236892888617, "eval_rougeLsum": 0.6529131688355863, "eval_runtime": 21.6103, "eval_samples_per_second": 1.388, "eval_steps_per_second": 0.694, "step": 5000 }, { "epoch": 0.48, "eval_bertscore": 0.7491253614425659, "eval_loss": 1.897528052330017, "eval_rouge1": 0.6653452054219615, "eval_rouge2": 0.3759208437918665, "eval_rougeL": 0.5776757077854651, "eval_rougeLsum": 0.6511876484723524, "eval_runtime": 21.3101, "eval_samples_per_second": 1.408, "eval_steps_per_second": 0.704, "step": 5200 }, { "epoch": 0.48, "grad_norm": 0.16869671642780304, "learning_rate": 0.00015186832332309387, "loss": 1.8783, "step": 5250 }, { "epoch": 0.5, "eval_bertscore": 0.7494469881057739, "eval_loss": 1.895969271659851, "eval_rouge1": 0.6660951369469854, "eval_rouge2": 0.3764077134133328, "eval_rougeL": 0.578785826234568, "eval_rougeLsum": 0.6525967284041656, "eval_runtime": 21.7955, "eval_samples_per_second": 1.376, "eval_steps_per_second": 0.688, "step": 5400 }, { "epoch": 0.5, "grad_norm": 0.15996231138706207, "learning_rate": 0.00014957590206776398, "loss": 1.8805, "step": 5500 }, { "epoch": 0.51, "eval_bertscore": 0.7486470341682434, "eval_loss": 1.8955131769180298, "eval_rouge1": 0.6670292173522965, "eval_rouge2": 0.37457018529010144, "eval_rougeL": 0.5775243235432015, "eval_rougeLsum": 0.652574079807632, "eval_runtime": 21.7576, "eval_samples_per_second": 1.379, "eval_steps_per_second": 0.689, "step": 5600 }, { "epoch": 0.53, "grad_norm": 0.17192547023296356, "learning_rate": 0.00014728348081243412, "loss": 1.8884, "step": 5750 }, { "epoch": 0.53, "eval_bertscore": 0.7483081817626953, "eval_loss": 1.895763874053955, "eval_rouge1": 0.6659275328276997, "eval_rouge2": 0.3778666475350364, "eval_rougeL": 0.579425140056643, "eval_rougeLsum": 0.6515870828784887, "eval_runtime": 21.6648, "eval_samples_per_second": 1.385, "eval_steps_per_second": 0.692, "step": 5800 }, { "epoch": 0.55, "grad_norm": 0.15838442742824554, "learning_rate": 0.00014499105955710422, "loss": 1.8913, "step": 6000 }, { "epoch": 0.55, "eval_bertscore": 0.7493732571601868, "eval_loss": 1.8914682865142822, "eval_rouge1": 0.6669695240447069, "eval_rouge2": 0.3769441114214874, "eval_rougeL": 0.5798986667152066, "eval_rougeLsum": 0.6534527583592111, "eval_runtime": 21.4686, "eval_samples_per_second": 1.397, "eval_steps_per_second": 0.699, "step": 6000 }, { "epoch": 0.57, "eval_bertscore": 0.7510559558868408, "eval_loss": 1.8923884630203247, "eval_rouge1": 0.6677938121282943, "eval_rouge2": 0.37854575387307554, "eval_rougeL": 0.5817052753830161, "eval_rougeLsum": 0.6534737907551461, "eval_runtime": 21.593, "eval_samples_per_second": 1.389, "eval_steps_per_second": 0.695, "step": 6200 }, { "epoch": 0.57, "grad_norm": 0.15312573313713074, "learning_rate": 0.00014269863830177433, "loss": 1.8705, "step": 6250 }, { "epoch": 0.59, "eval_bertscore": 0.7479371428489685, "eval_loss": 1.891802430152893, "eval_rouge1": 0.6658674357402252, "eval_rouge2": 0.3757712649269345, "eval_rougeL": 0.5791817270712349, "eval_rougeLsum": 0.6509960265397259, "eval_runtime": 21.8726, "eval_samples_per_second": 1.372, "eval_steps_per_second": 0.686, "step": 6400 }, { "epoch": 0.6, "grad_norm": 0.15844614803791046, "learning_rate": 0.00014040621704644447, "loss": 1.8643, "step": 6500 }, { "epoch": 0.61, "eval_bertscore": 0.7484550476074219, "eval_loss": 1.8903728723526, "eval_rouge1": 0.6683828816523312, "eval_rouge2": 0.37811618722345436, "eval_rougeL": 0.5802581730590705, "eval_rougeLsum": 0.6534402764651661, "eval_runtime": 21.8343, "eval_samples_per_second": 1.374, "eval_steps_per_second": 0.687, "step": 6600 }, { "epoch": 0.62, "grad_norm": 0.1661410629749298, "learning_rate": 0.00013811379579111458, "loss": 1.877, "step": 6750 }, { "epoch": 0.62, "eval_bertscore": 0.747416615486145, "eval_loss": 1.8915189504623413, "eval_rouge1": 0.6644777881148224, "eval_rouge2": 0.3747657029706615, "eval_rougeL": 0.5793454557198501, "eval_rougeLsum": 0.6521716611395593, "eval_runtime": 21.523, "eval_samples_per_second": 1.394, "eval_steps_per_second": 0.697, "step": 6800 }, { "epoch": 0.64, "grad_norm": 0.16483080387115479, "learning_rate": 0.00013582137453578468, "loss": 1.8792, "step": 7000 }, { "epoch": 0.64, "eval_bertscore": 0.7480576634407043, "eval_loss": 1.8913365602493286, "eval_rouge1": 0.6655764268912302, "eval_rouge2": 0.3757671289735428, "eval_rougeL": 0.577951380212153, "eval_rougeLsum": 0.6507587412359694, "eval_runtime": 21.3067, "eval_samples_per_second": 1.408, "eval_steps_per_second": 0.704, "step": 7000 }, { "epoch": 0.66, "eval_bertscore": 0.7505319714546204, "eval_loss": 1.889721155166626, "eval_rouge1": 0.6706532239207523, "eval_rouge2": 0.37986537729431724, "eval_rougeL": 0.5824624008038861, "eval_rougeLsum": 0.6571986550416876, "eval_runtime": 21.8193, "eval_samples_per_second": 1.375, "eval_steps_per_second": 0.687, "step": 7200 } ], "logging_steps": 250, "max_steps": 21812, "num_input_tokens_seen": 0, "num_train_epochs": 2, "save_steps": 800, "total_flos": 4.85363281821696e+17, "train_batch_size": 2, "trial_name": null, "trial_params": null }