BERT-NER Version 2
Use Google's BERT for named entity recognition （CoNLL-2003 as the dataset）.
The original version （see old_version for more detail） contains some hard codes and lacks corresponding annotations,which is inconvenient to understand. So in this updated version,there are some new ideas and tricks （On data Preprocessing and layer design） that can help you quickly implement the fine-tuning model (you just need to try to modify crf_layer or softmax_layer).
Folder Description:
BERT-NER
|____ bert # need git from [here](https://github.com/google-research/bert)
|____ cased_L-12_H-768_A-12 # need download from [here](https://storage.googleapis.com/bert_models/2018_10_18/cased_L-12_H-768_A-12.zip)
|____ data # train data
|____ middle_data # middle data (label id map)
|____ output # output (final model, predict results)
|____ BERT_NER.py # mian code
|____ conlleval.pl # eval code
|____ run_ner.sh # run model and eval result
Usage:
bash run_ner.sh
What's in run_ner.sh:
python BERT_NER.py\
--task_name="NER" \
--do_lower_case=False \
--crf=False \
--do_train=True \
--do_eval=True \
--do_predict=True \
--data_dir=data \
--vocab_file=cased_L-12_H-768_A-12/vocab.txt \
--bert_config_file=cased_L-12_H-768_A-12/bert_config.json \
--init_checkpoint=cased_L-12_H-768_A-12/bert_model.ckpt \
--max_seq_length=128 \
--train_batch_size=32 \
--learning_rate=2e-5 \
--num_train_epochs=3.0 \
--output_dir=./output/result_dir
perl conlleval.pl -d '\t' < ./output/result_dir/label_test.txt
Notice: cased model was recommened, according to this paper. CoNLL-2003 dataset and perl Script comes from here
RESULTS:(On test set)
Parameter setting:
- do_lower_case=False
- num_train_epochs=4.0
- crf=False
accuracy: 98.15%; precision: 90.61%; recall: 88.85%; FB1: 89.72
LOC: precision: 91.93%; recall: 91.79%; FB1: 91.86 1387
MISC: precision: 83.83%; recall: 78.43%; FB1: 81.04 668
ORG: precision: 87.83%; recall: 85.18%; FB1: 86.48 1191
PER: precision: 95.19%; recall: 94.83%; FB1: 95.01 1311
Result description:
Here i just use the default paramaters, but as Google's paper says a 0.2% error is reasonable(reported 92.4%). Maybe some tricks need to be added to the above model.