imvladikon's picture
Update README.md
cbfc9b6
---
language:
- en
size_categories:
- 1M<n<10M
task_categories:
- token-classification
dataset_info:
- config_name: articles
features:
- name: title
dtype: string
- name: author
dtype: string
- name: datetime
dtype: string
- name: url
dtype: string
- name: month
dtype: string
- name: day
dtype: string
- name: doc_id
dtype: string
- name: text
dtype: string
- name: year
dtype: string
- name: doc_title
dtype: string
splits:
- name: train
num_bytes: 1313871812
num_examples: 446809
download_size: 791316510
dataset_size: 1313871812
- config_name: entities
features:
- name: doc_id
dtype: string
- name: sent_num
dtype: int32
- name: sentence
dtype: string
- name: doc_title
dtype: string
- name: score
sequence: float32
- name: entity_type
sequence: string
- name: entity_text
sequence: string
- name: start_char
sequence: int32
- name: end_char
sequence: int32
- name: tokens
sequence: string
- name: raw_tags
sequence: string
- name: ner_tags
sequence:
class_label:
names:
'0': B-DATE
'1': I-DATE
'2': L-DATE
'3': U-DATE
'4': B-DUC
'5': I-DUC
'6': L-DUC
'7': U-DUC
'8': B-EVE
'9': I-EVE
'10': L-EVE
'11': U-EVE
'12': B-LOC
'13': I-LOC
'14': L-LOC
'15': U-LOC
'16': B-MISC
'17': I-MISC
'18': L-MISC
'19': U-MISC
'20': B-ORG
'21': I-ORG
'22': L-ORG
'23': U-ORG
'24': B-PER
'25': I-PER
'26': L-PER
'27': U-PER
'28': B-QTY
'29': I-QTY
'30': L-QTY
'31': U-QTY
'32': B-TTL
'33': I-TTL
'34': L-TTL
'35': U-TTL
'36': O
splits:
- name: train
num_bytes: 3665237140
num_examples: 3515149
download_size: 966462235
dataset_size: 3665237140
configs:
- config_name: articles
data_files:
- split: train
path: articles/train-*
- config_name: entities
data_files:
- split: train
path: entities/train-*
---
# Large Weak Labelled NER corpus
### Dataset Summary
The dataset is generated through weak labelling of the scraped and preprocessed news corpus (bloomberg's news). so, only to research purpose.
In order of the tokenization, news were splitted into sentences using `nltk.PunktSentenceTokenizer` (so, sometimes, tokenization might be not perfect)
### Usage
```python
from datasets import load_dataset
articles_ds = load_dataset("imvladikon/english_news_weak_ner", "articles") # just articles with metadata
entities_ds = load_dataset("imvladikon/english_news_weak_ner", "entities")
```
#### NER tags
Tags description:
* O Outside of a named entity
* PER Person
* LOC Location
* ORG Organization
* MISC Miscellaneous
* DATE Date and time expression
* QTY Quantity
* EVE Event
* TTL Title
* DUC Commercial item
Tags:
```json
['B-DATE', 'I-DATE', 'L-DATE', 'U-DATE', 'B-DUC', 'I-DUC', 'L-DUC', 'U-DUC', 'B-EVE', 'I-EVE', 'L-EVE', 'U-EVE', 'B-LOC', 'I-LOC', 'L-LOC', 'U-LOC', 'B-MISC', 'I-MISC', 'L-MISC', 'U-MISC', 'B-ORG', 'I-ORG', 'L-ORG', 'U-ORG', 'B-PER', 'I-PER', 'L-PER', 'U-PER', 'B-QTY', 'I-QTY', 'L-QTY', 'U-QTY', 'B-TTL', 'I-TTL', 'L-TTL', 'U-TTL', 'O']
```
Tags statistics:
```json
{
"O": 281586813,
"B-QTY": 2675754,
"L-QTY": 2675754,
"I-QTY": 2076724,
"U-ORG": 1459628,
"I-ORG": 1407875,
"B-ORG": 1318711,
"L-ORG": 1318711,
"B-PER": 1254037,
"L-PER": 1254037,
"U-MISC": 1195204,
"U-LOC": 1084052,
"U-DATE": 1010118,
"B-DATE": 919815,
"L-DATE": 919815,
"I-DATE": 650064,
"U-PER": 607212,
"U-QTY": 559523,
"B-LOC": 425431,
"L-LOC": 425431,
"I-PER": 262887,
"I-LOC": 201532,
"I-MISC": 190576,
"B-MISC": 162978,
"L-MISC": 162978,
"I-TTL": 64641,
"B-TTL": 53330,
"L-TTL": 53330,
"B-EVE": 43329,
"L-EVE": 43329,
"U-TTL": 41568,
"I-EVE": 35316,
"U-DUC": 33457,
"U-EVE": 19103,
"I-DUC": 15622,
"B-DUC": 15580,
"L-DUC": 15580
}
```
#### Sample:
![display](data:image/png;base64,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)
Articles:
```json
{'title': 'Watson Reports Positive Findings for Prostate Drug',
'author': 'RobertSimison',
'datetime': '2007-01-16T14:16:56Z',
'url': 'http://www.bloomberg.com/news/2007-01-16/watson-reports-positive-findings-for-prostate-drug-update1-.html',
'month': '1',
'day': '16',
'doc_id': 'a5c7c556bd112ac22874492c4cdb18eb46a30905',
'text': 'Watson Pharmaceuticals Inc. (WPI) , the\nlargest U.S. maker of generic drugs, reported positive results\nfor its experimental prostate treatment in two late-state trials. \n The drug, silodosin, was more effective than a placebo in\ntreating enlarged prostates, or benign prostatic hyperplasia, the\nCorona, California-based company said today in a statement on PR\nNewswire. The tests were in the final of three phases of trials\nnormally needed for regulatory approval. \n Non-cancerous enlarged prostate affects more than half of\nAmerican men in their 60s and as many as 90 percent of them by\nage 85, Watson said. Prescription drug sales to treat the\ndisorder total $1.7 billion a year, the company said. \n Watson plans to apply for U.S. approval to market the drug\nin the first half of 2008, after completion later this year of a\none-year safety trial, the company said. The two studies reported\ntoday showed that cardiovascular and blood-pressure side effects\nwere low, Watson said. \n To contact the reporter on this story:\nRobert Simison in Washington at \n rsimison@bloomberg.net . \n To contact the editor responsible for this story:\nRobert Simison at rsimison@bloomberg.net .',
'year': '2007',
'doc_title': 'watson-reports-positive-findings-for-prostate-drug-update1-'}
```
Entities:
```json
{'doc_id': '806fe637ed51e03d9ef7a8889fc84f63f8fc8569',
'sent_num': 9,
'sentence': 'Spain and Portugal together accounted for 45\npercent of group profit in 2010.',
'doc_title': 'bbva-may-post-lower-first-quarter-profit-hurt-by-spain-decline',
'spans': {'Score': [0.7858654856681824,
0.7856822609901428,
0.9990736246109009,
0.999079704284668],
'Type': ['ORGANIZATION', 'ORGANIZATION', 'QUANTITY', 'DATE'],
'Text': ['Spain', 'Portugal', '45\npercent', '2010'],
'BeginOffset': [0, 10, 42, 72],
'EndOffset': [5, 18, 52, 76]},
'tags': {'tokens': ['Spain',
'Spain',
'and',
'Portugal',
'Spain',
'and',
'Portugal',
'together',
'accounted',
'for',
'45',
'\n',
'percent',
'Spain',
'and',
'Portugal',
'together',
'accounted',
'for',
'45',
'\n',
'percent',
'of',
'group',
'profit',
'in',
'2010',
'.'],
'raw_tags': ['U-ORG',
'O',
'O',
'U-ORG',
'O',
'O',
'O',
'O',
'O',
'O',
'B-QTY',
'I-QTY',
'L-QTY',
'O',
'O',
'O',
'O',
'O',
'O',
'O',
'O',
'O',
'O',
'O',
'O',
'O',
'U-DATE',
'O'],
'ner_tags': [23,
36,
36,
23,
36,
36,
36,
36,
36,
36,
28,
29,
30,
36,
36,
36,
36,
36,
36,
36,
36,
36,
36,
36,
36,
36,
3,
36]}}
```
### Data splits
| name |train|
|---------|----:|
|entities|3515149|
|articles|446809|
### Citation Information
```
@misc{imvladikon2023bb_news_weak_ner,
author = {Gurevich, Vladimir},
title = {Weakly Labelled Large English NER corpus},
year = {2022},
howpublished = \url{https://huggingface.co/datasets/imvladikon/english_news_weak_ner},
}
```