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Update emoji library in rule-based matcher example (#13014)
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@ -850,14 +850,14 @@ negative pattern. To keep it simple, we'll either add or subtract `0.1` points
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this way, the score will also reflect combinations of emoji, even positive _and_
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negative ones.
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With a library like [Emojipedia](https://github.com/bcongdon/python-emojipedia),
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we can also retrieve a short description for each emoji – for example, 😍's
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official title is "Smiling Face With Heart-Eyes". Assigning it to a
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With a library like [emoji](https://github.com/carpedm20/emoji), we can also
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retrieve a short description for each emoji – for example, 😍's official title
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is "Smiling Face With Heart-Eyes". Assigning it to a
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[custom attribute](/usage/processing-pipelines#custom-components-attributes) on
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the emoji span will make it available as `span._.emoji_desc`.
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```python
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from emojipedia import Emojipedia # Installation: pip install emojipedia
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import emoji # Installation: pip install emoji
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from spacy.tokens import Span # Get the global Span object
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Span.set_extension("emoji_desc", default=None) # Register the custom attribute
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@ -869,9 +869,9 @@ def label_sentiment(matcher, doc, i, matches):
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elif doc.vocab.strings[match_id] == "SAD":
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doc.sentiment -= 0.1 # Subtract 0.1 for negative sentiment
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span = doc[start:end]
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emoji = Emojipedia.search(span[0].text) # Get data for emoji
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span._.emoji_desc = emoji.title # Assign emoji description
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# Verify if it is an emoji and set the extension attribute correctly.
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if emoji.is_emoji(span[0].text):
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span._.emoji_desc = emoji.demojize(span[0].text, delimiters=("", ""), language=doc.lang_).replace("_", " ")
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```
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To label the hashtags, we can use a
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@ -1097,7 +1097,7 @@ come directly from
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[Semgrex](https://nlp.stanford.edu/nlp/javadoc/javanlp/edu/stanford/nlp/semgraph/semgrex/SemgrexPattern.html):
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| Symbol | Description |
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| --------------------------------------- | ------------------------------------------------------------------------------------------------------------------------------- |
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| --------------------------------------- | ------------------------------------------------------------------------------------------------------------------------------ |
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| `A < B` | `A` is the immediate dependent of `B`. |
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| `A > B` | `A` is the immediate head of `B`. |
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| `A << B` | `A` is the dependent in a chain to `B` following dep → head paths. |
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