Add in word boundary syntax to list of strings - python

Please point me to a post if one already exists for this question.
How might I efficiently add in word boundary syntax to list of strings?
So for instance, I want to make sure the words below in badpositions only match a word in their entirety so I'd like to use re.search('\bword\b', text).
How do I get the words in bad positions to take the form ['\bPresident\b', '\bProvost\b'] etc
text = ['said Duke University President Richard H. Brodhead. "Our faculty look forward']
badpositions = ['President', 'Provost', 'University President', 'Senior Vice President']

re_badpositions = [r"\b{word}\b".format(word=word) for word in badpositions]
indexes = {badpositions[i]:re.search(re_badpositions[i],text) for i in range(len(badpositions))}
If I understand you correctly, you're looking to find the starting index of all words that match exactly (that is, \bWORD\b) in your text string. This is how I'd do that, but I'm certainly adding a step here, you could just as easily do:
indexes = {word: re.search("\b{word}\b".format(word=word),text) for word in badpositions}
I find it a little more intelligible to create a list of regexes to search with, then search by them separately than to plunk those regexes in place at the same time. This is ENTIRELY due to personal preference, though.

Related

Identify Visually Similar Strings in Python

I am working on a python project in which I need to filter profane words, and I already have a filter in place. The only problem is that if a user switches a character with a visually similar character (e.g. hello and h311o), the filter does not pick it up. Is there some way that I could find detect these words without hard coding every combination in?
What about translating l331sp33ch to leetspeech and applying a simple levensthein distance? (you need to pip install editdistance first)
import editdistance
try:
from string import maketrans # python 2
except:
maketrans = str.maketrans # python 3
t = maketrans("01345", "oleas")
editdistance.eval("h3110".translate(t), 'hello')
results in 0
Maybe build a relationship between the visually similar characters and what they can represent i.e.
dict = {'3': 'e', '1': 'l', '0': 'o'} #etc....
and then you can use this to test against your database of forbidden words.
e.g.
input:he11
if any of the characters have an entry in dict,
dict['h'] #not exist
dict['e'] #not exist
dict['1'] = 'l'
dict['1'] = 'l'
Put this together to form a word and then search your forbidden list. I don't know if this is the fastest way of doing it, but it is "a" way.
I'm interested to see what others come up with.
*disclaimer: I've done a year or so of Perl and am starting out learning Python right now. When I get the time. Which is very hard to come by.
Linear Replacement
You will want something adaptable to innovative orthographers. For a start, pattern-match the alphabetic characters to your lexicon of banned words, using other characters as wild cards. For instance, your example would get translated to "h...o", which you would match to your proposed taboo word, "hello".
Next, you would compare the non-alpha characters to a dictionary of substitutions, allowing common wild-card chars to stand for anything. For instance, asterisk, hyphen, and period could stand for anything; '4' and '#' could stand for 'A', and so on. However, you'll do this checking from the strength of the taboo word, not from generating all possibilities: the translation goes the other way.
You will have a little ambiguity, as some characters stand for multiple letters. "#" can be used in place of 'O' of you're getting crafty. Also note that not all the letters will be in your usual set: you'll want to deal with moentary symbols (Euro, Yen, and Pound are all derived from letters), as well as foreign letters that happen to resemble Latin letters.
Multi-character replacements
That handles only the words that have the same length as the taboo word. Can you also handle abbreviations? There are a lot of combinations of the form "h-bomb", where the banned word appears as the first letter only: the effect is profane, but the match is more difficult, especially where the 'b's are replaced with a scharfes-S (German), the 'm' with a Hebrew or Cryllic character, and the 'o' with anything round form the entire font.
Context
There is also the problem that some words are perfectly legitimate in one context, but profane in a slang context. Are you also planning to match phrases, perhaps parsing a sentence for trigger words?
Training a solution
If you need a comprehensive solution, consider training a neural network with phrases and words you label as "okay" and "taboo", and let it run for a day. This can take a lot of the adaptation work off your shoulders, and enhancing the model isn't a difficult problem: add your new differentiating text and continue the training from the point where you left off.
Thank you to all who posted an answer to this question. More answers are welcome, as they may help others. I ended up going off of David Zemens' comment on the question.
I'd use a dictionary or list of common variants ("sh1t", etc.) which you could persist as a plain text file or json etc., and read in to memory. This would allow you to add new entries as needed, independently of the code itself. If you're only concerned about profanities, then the list should be reasonably small to maintain, and new variations unlikely. I've used a hard-coded dict to represent statistical t-table (with 1500 key/value pairs) in the past, seems like your problem would not require nearly that many keys.
While this still means that all there word will be hard coded, it will allow me to update the list more easily.

Python Comparing two Strings and Determining 'Uniqueness'

the title is a mess so bear with me while I explain my question in more detail (or really, it's a set of semi-related questions). I'm compiling a list of certain words from a large text file and storing them in a dictionary as keys with their respective occurrences (integers) as the value. I want to apply several processes to consolidate the dictionary so that 'related' words get lumped together.
First operation is plurals. I see no reason to have a 'cat' and a 'cats' key in the dictionary. Same with car vs. cars and book vs. books and so on. I want to write a function that (upon seeing a new word not currently in the dictionary) checks to see if the new word is a plural form of any key currently in the dict (and vice versa).
if new_word ends with s -> check dict for a key that matches new_word[:-1]
else if new_word does not end in s -> check dict for new_word + 's'
Is there a better way to approach this problem? (I would obviously have to handle edge cases for plurals...this is very general at this point)
On the same topic, what if I want to determine if words are similar by consulting a database of known suffixes and prefixes and seeing if a new_word is just a previously seen word with a suffix or prefix attached.
I use nltk to handle a lot of other tasks in my program such as splitting into sentences and individual words but I would prefer to write my 'similar-ness' algorithm myself. Thank you in advance for your help guys!

python nltk keyword extraction from sentence

"First thing we do, let's kill all the lawyers." - William Shakespeare
Given the quote above, I would like to pull out "kill" and "lawyers" as the two prominent keywords to describe the overall meaning of the sentence. I have extracted the following noun/verb POS tags:
[["First", "NNP"], ["thing", "NN"], ["do", "VBP"], ["lets", "NNS"], ["kill", "VB"], ["lawyers", "NNS"]]
The more general problem I am trying to solve is to distill a sentence to the "most important"* words/tags to summarise the overall "meaning"* of a sentence.
*note the scare quotes. I acknowledge this is a very hard problem and there is most likely no perfect solution at this point in time. Nonetheless, I am interested to see attempts at solving the specific problem (extracting "kill" and "lawyers") and the general problem (summarising the overall meaning of a sentence in keywords/tags)
I don't think theres any perfect answer to this question because there aren't any gold-set of input/output mappings which everybody will agree upon. You think the most important words for that sentence are ('kill', 'lawyers'), someone else might argue the correct answer should be ('first', 'kill', 'lawyers'). If you are able to very precisely and completely unambiguously describe exactly what you want your system to do, your problem will be more than half solved.
Until then, I can suggest some additional heuristics to help you get what you want.
Build an idf dictionary using your data, i.e. build a mapping from every word to a number that correlates with how rare that word is. Bonus points for doing it for larger n-grams as well.
By combining the idf values of each word in your input sentence along with their POS tags, you answer questions of the form 'What is the rarest verb in this sentence?', 'What is the rarest noun in this sentence', etc. In any reasonable corpus, 'kill' should be rarer than 'do', and 'lawyers' rarer than 'thing', so maybe trying to find the rarest noun and rarest verb in a sentence and returning just those two will do the trick for most of your intended use cases. If not, you can always make your algorithm a little more complicated and see if that seems to do the job better.
Ways to expand this include trying to identify larger phrases using n-gram idf's, building a full parse-tree of the sentence (using maybe the stanford parser) and identifying some pattern within these trees to help you figure out which parts of the tree do important things tend to be based, etc.
One simple approach would be to keep stop word lists for NN, VB etc. These would be high frequency words that usually don't add much semantic content to a sentence.
The snippet below shows distinct lists for each type of word token, but you could just as well employ a single stop word list for both verbs and nouns (such as this one).
stop_words = dict(
NNP=['first', 'second'],
NN=['thing'],
VBP=['do','done'],
VB=[],
NNS=['lets', 'things'],
)
def filter_stop_words(pos_list):
return [[token, token_type]
for token, token_type in pos_list
if token.lower() not in stop_words[token_type]]
in your case, you can simply use Rake (thanks to Fabian) package for python to get what you need:
>>> path = #your path
>>> r = RAKE.Rake(path)
>>> r.run("First thing we do, let's kill all the lawyers")
[('lawyers', 1.0), ('kill', 1.0), ('thing', 1.0)]
the path can be for example this file.
but in general, you better to use NLTK package for the NLP usages

Justadistraction: tokenizing English without whitespaces. Murakami SheepMan

I wondered how you would go about tokenizing strings in English (or other western languages) if whitespaces were removed?
The inspiration for the question is the Sheep Man character in the Murakami novel 'Dance Dance Dance'
In the novel, the Sheep Man is translated as saying things like:
"likewesaid, we'lldowhatwecan. Trytoreconnectyou, towhatyouwant," said the Sheep Man. "Butwecan'tdoit-alone. Yougottaworktoo."
So, some punctuation is kept, but not all. Enough for a human to read, but somewhat arbitrary.
What would be your strategy for building a parser for this? Common combinations of letters, syllable counts, conditional grammars, look-ahead/behind regexps etc.?
Specifically, python-wise, how would you structure a (forgiving) translation flow? Not asking for a completed answer, just more how your thought process would go about breaking the problem down.
I ask this in a frivolous manner, but I think it's a question that might get some interesting (nlp/crypto/frequency/social) answers.
Thanks!
I actually did something like this for work about eight months ago. I just used a dictionary of English words in a hashtable (for O(1) lookup times). I'd go letter by letter matching whole words. It works well, but there are numerous ambiguities. (asshit can be ass hit or as shit). To resolve those ambiguities would require much more sophisticated grammar analysis.
First of all, I think you need a dictionary of English words -- you could try some methods that rely solely on some statistical analysis, but I think a dictionary has better chances of good results.
Once you have the words, you have two possible approaches:
You could categorize the words into grammar categories and use a formal grammar to parse the sentences -- obviously, you would sometimes get no match or multiple matches -- I'm not familiar with techniques that would allow you to loosen the grammar rules in case of no match, but I'm sure there must be some.
On the other hand, you could just take some large corpus of English text and compute relative probabilities of certain words being next to each other -- getting a list of pair and triples of words. Since that data structure would be rather big, you could use word categories (grammatical and/or based on meaning) to simplify it. Then you just build an automaton and choose the most probable transitions between the words.
I am sure there are many more possible approaches. You can even combine the two I mentioned, building some kind of grammar with weight attached to its rules. It's a rich field for experimenting.
I don't know if this is of much help to you, but you might be able to make use of this spelling corrector in some way.
This is just some quick code I wrote out that I think would work fairly well to extract words from a snippet like the one you gave... Its not fully thought out, but I think something along these lines would work if you can't find a pre-packaged type of solution
textstring = "likewesaid, we'lldowhatwecan. Trytoreconnectyou, towhatyouwant," said the Sheep Man. "Butwecan'tdoit-alone. Yougottaworktoo."
indiv_characters = list(textstring) #splits string into individual characters
teststring = ''
sequential_indiv_word_list = []
for cur_char in indiv_characters:
teststring = teststring + cur_char
# do some action here to test the testsring against an English dictionary where you can API into it to get True / False if it exists as an entry
if in_english_dict == True:
sequential_indiv_word_list.append(teststring)
teststring = ''
#at the end just assemble a sentence from the pieces of sequential_indiv_word_list by putting a space between each word
There are some more issues to be worked out, such as if it never returns a match, this would obviously not work as it would never match if it just kept adding in more characters, however since your demo string had some spaces you could have it recognize these too and automatically start over at each of these.
Also you need to account for punctuation, write conditionals like
if cur_char == ',' or cur_char =='.':
#do action to start new "word" automatically

strategies for finding duplicate mailing addresses

I'm trying to come up with a method of finding duplicate addresses, based on a similarity score. Consider these duplicate addresses:
addr_1 = '# 3 FAIRMONT LINK SOUTH'
addr_2 = '3 FAIRMONT LINK S'
addr_3 = '5703 - 48TH AVE'
adrr_4 = '5703- 48 AVENUE'
I'm planning on applying some string transformation to make long words abbreviated, like NORTH -> N, remove all spaces, commas and dashes and pound symbols. Now, having this output, how can I compare addr_3 with the rest of addresses and detect similar? What percentage of similarity would be safe? Could you provide a simple python code for this?
addr_1 = '3FAIRMONTLINKS'
addr_2 = '3FAIRMONTLINKS'
addr_3 = '570348THAV'
adrr_4 = '570348AV'
Thankful,
Eduardo
First, simplify the address string by collapsing all whitespace to a single space between each word, and forcing everything to lower case (or upper case if you prefer):
adr = " ".join(adr.tolower().split())
Then, I would strip out things like "st" in "41st Street" or "nd" in "42nd Street":
adr = re.sub("1st(\b|$)", r'1', adr)
adr = re.sub("([2-9])\s?nd(\b|$)", r'\1', adr)
Note that the second sub() will work with a space between the "2" and the "nd", but I didn't set the first one to do that; because I'm not sure how you can tell the difference between "41 St Ave" and "41 St" (that second one is "41 Street" abbreviated).
Be sure to read all the help for the re module; it's powerful but cryptic.
Then, I would split what you have left into a list of words, and apply the Soundex algorithm to list items that don't look like numbers:
http://en.wikipedia.org/wiki/Soundex
http://wwwhomes.uni-bielefeld.de/gibbon/Forms/Python/SEARCH/soundex.html
adrlist = [word if word.isdigit() else soundex(word) for word in adr.split()]
Then you can work with the list or join it back to a string as you think best.
The whole idea of the Soundex thing is to handle misspelled addresses. That may not be what you want, in which case just ignore this Soundex idea.
Good luck.
Removing spaces, commas and dashes will be ambiguous . It will be better to replace them with a single space.
Take for example this address
56 5th avenue
And this
5, 65th avenue
with your method both of them will be:
565THAV
What you can do is write a good address shortening algorithm and then use string comparison to detect duplicates. This should be enough to detect duplicates in the general case. A general similarity algorithm won't work. Because one number difference can mean a huge change in Addresses.
The algorithm can go like this:
replace all commas dashes with spaces. Use he translate method for that.
Build a dictionary with words and their abbreviated form
Remove the TH part if it was following a number.
This should be helpful in building your dictionary of abbreviations:
https://pe.usps.com/text/pub28/28apc_002.htm
I regularly inspect addresses for duplication where I work, and I have to say, I find Soundex highly unsuitable. It's both too slow and too eager to match things. I have similar issues with Levenshtein distance.
What has worked best for me is to sanitize and tokenize the addresses (get rid of punctuation, split things up into words) and then just see how many tokens match up. Because addresses typically have several tokens, you can develop a level of confidence in terms of a combination of (1) how many tokens were matched, (2) how many numeric tokens were matched, and (3) how many tokens are available. For example, if all tokens in the shorter address are in the longer address, the confidence of a match is pretty high. Likewise, if you match 5 tokens including at least one that's numeric, even if the addresses each have 8, that's still a high-confidence match.
It's definitely useful to do some tweaking, like substituting some common abbreviations. The USPS lists help, though I wouldn't go gung-ho trying to implement all of them, and some of the most valuable substitutions aren't on those lists. For example, 'JFK' should be a match for 'JOHN F KENNEDY', and there are a number of common ways to shorten 'MARTIN LUTHER KING JR'.
Maybe it goes without saying but I'll say it anyway, for completeness: Don't forget to just do a straight string comparison on the whole address before messing with more complicated things! This should be a very cheap test, and thus is probably a no-brainer first pass.
Obviously, the more time you're willing and able to spend (both on programming/testing and on run time), the better you'll be able to do. Fuzzy string matching techniques (faster and less generalized kinds than Levenshtein) can be useful, as a separate pass from the token approach (I wouldn't try to fuzzy match individual tokens against each other). I find that fuzzy string matching doesn't give me enough bang for my buck on addresses (though I will use it on names).
In order to do this right, you need to standardize your addresses according to USPS standards (your address examples appear to be US based). There are many direct marketing service providers that offer CASS (Coding Accuracy Support System) certification of postal addresses. The CASS process will standardize all of your addresses and append zip + 4 to them. Any undeliverable addresses will be flagged which will further reduce your postal mailing costs, if that is your intent. Once all of your addresses are standardized, eliminating duplicates will be trivial.
I had to do this once. I converted everything to lowercase, computed each address's Levenshtein distance to every other address, and ordered the results. It worked very well, but it was quite time-consuming.
You'll want to use an implementation of Levenshtein in C rather than in Python if you have a large data set. Mine was a few tens of thousands and took the better part of a day to run, I think.

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