Word forms can accurately generate all possible forms of an English word. It can conjugate verbs. It can connect different parts of speeches e.g noun to adjective, adjective to adverb, noun to verb etc. It can pluralize singular nouns. It does this all in one function. Enjoy!
Some very timely examples :-P
>>> from word_forms.word_forms import get_word_forms
>>> get_word_forms("president")
>>> {'n': {'president', 'Presidents', 'President', 'presidentship', 'presidencies', 'presidency', 'presidentships', 'presidents'},
'r': {'presidentially'},
'a': {'presidential'},
'v': {'presiding', 'presides', 'preside', 'presided'}}
>>> get_word_forms("elect")
>>> {'n': {'elector', 'elects', 'electors', 'elective', 'electorates', 'elect', 'electives', 'elections', 'electorate', 'eligibility', 'election', 'eligibilities'},
'r': set(),
'a': {'elect', 'electoral', 'elective', 'eligible'},
'v': {'elect', 'elects', 'electing', 'elected'}}
>>> get_word_forms("politician")
>>> {'r': {'politically'},
'a': {'political'},
'n': {'politicss', 'politician', 'politicians', 'politics'},
'v': set()}
>>> get_word_forms("trump")
>>> {'n': {'trump', 'trumps', 'trumping', 'trumpings'},
'r': set(),
'a': set(),
'v': {'trumped', 'trump', 'trumps', 'trumping'}}
As you can see, the output is a dictionary with four keys. "r" stands for adverb, "a" for adjective, "n" for noun and "v" for verb. Don't ask me why "r" stands for adverb. This is what WordNet uses, so this is why I use it too :-)
Help can be obtained at any time by typing the following:
>>> help(get_word_forms)
In Natural Language Processing and Search, one often needs to treat words like "run" and "ran", "love" and "lovable" or "politician" and "politics" as the same word. This is usually done by algorithmically reducing each word into a base word and then comparing the base words. The process is called Stemming. For example, the Porter Stemmer reduces both "love" and "lovely" into the base word "love".
Stemmers have several shortcomings. Firstly, the base word produced by the Stemmer is not always a valid English word. For example, the Porter Stemmer reduces the word "operation" to "oper". Secondly, the Stemmers have a high false negative rate. For example, "run" is reduced to "run" and "ran" is reduced to "ran". This happens because the Stemmers use a set of rational rules for finding the base words, and as we all know, the English language does not always behave very rationally.
Lemmatizers are more accurate than Stemmers because they produce a base form that is present in the dictionary (also called the Lemma). So the reduced word is always a valid English word. However, Lemmatizers also have false negatives because they are not very good at connecting words across different parts of speeches. The WordNet Lemmatizer included with NLTK fails at almost all such examples. "operations" is reduced to "operation" and "operate" is reduced to "operate".
Word Forms tries to solve this problem by finding all possible forms of a given English word. It can perform verb conjugations, connect noun forms to verb forms, adjective forms, adverb forms, plularize singular forms etc.
Works on both Python 2 and Python 3
git clone https://github.com/gutfeeling/word_forms.git
pip install -e word_forms
OR
cd word_forms
python setup.py install
- The XTAG project for information on verb conjugations.
- WordNet
Hi, I am Dibya and I maintain this repository. I would love to hear from you. Feel free to get in touch with me at dibyachakravorty@gmail.com.
Word Forms is not perfect. In particular, a couple of aspects can be improved.
-
It sometimes generates non dictionary words like "politicss" because the pluralization/singularization algorithm is not perfect. At the moment, I am using inflect for it.
-
A function
has_same_base_form
for comparing two words can be added. At the moment, the information that "run" and "ran" are connected can only be figured out by queryingget_word_forms("run")
and notget_word_forms("ran")
. This could be solved by creating a database of equivalence classes using this package (if word forms is an equivalence relation).
If you like this package, feel free to contribute. Your pull requests are most welcome.