PYPARSING – helping data get its sexy back – What is parsing?



PYPARSING – helping data get its sexy back – What is parsing?

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Presentation_DCDW_Feb_2014_pyparsing

DCDW Presentation: Pyparsing: helping data get its sexy back

On Github thoppe / Presentation_DCDW_Feb_2014_pyparsing

PYPARSING

helping data get its sexy back

Travis HoppeDC Data Wranglers / (deck source)

What is parsing?

syntactic analysis of symbolsaccording to a formal grammar

Analyzing a log fileExtracting data from a webpageSanitizing input from untrusted sources

don't do it!

Write the grammar not the parser!

It's easier to construct/maintaina mini-language. Really!

Traditional utilities: regex, lex, yacc.

Example problems

Easy:

Addresses, phone numbers, quoted strings

Hard:

HTML, recursive descent parsers(mathematical expressions, pdf's, meta-font, LISP)

Lifecycle of code

  • Time to code
  • Time to run
  • Time to maintain

Which is more important?

This is not NLP (natural language processing)This is a context-free grammar.

One morning I shot an elephant in my pajamas.

How he got into my pajamas I'll never know.

(sometimes context matters!)

Backus-Naur Form

"... a notation for a context-free grammar, used to describe the syntax of languages used in computing, such as computer programming languages, document formats, instruction sets and communication protocols" - Wikipedia

 ::=       ::=  
                   |   ::=  |  "." 
 ::=  ::=  "," 

Why not regex?

Now you have two problems

"Regular expressions are like a particularly spicy hot sauce, to be used in moderation and with restraint only when appropriate. If you drench your plate in hot sauce, you're going to be very, very sorry later." - Jeff Atwood

Validating a phone number (reasonable regex)

"^\(*\d{3}\)*( |-)*\d{3}( |-)*\d{4}$"

Validating RFC822 email addresses (have fun!)

(?:(?:\r\n)?[ \t])*(?:(?:(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*))*@(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*))*|(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*)*\<(?:(?:\r\n)?[ \t])*(?:@(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*))*(?:,@(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*))*)*:(?:(?:\r\n)?[ \t])*)?(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*))*@(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*))*\>(?:(?:\r\n)?[ \t])*)|(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*)*:(?:(?:\r\n)?[ \t])*(?:(?:(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*))*@(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*))*|(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*)*\<(?:(?:\r\n)?[ \t])*(?:@(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*))*(?:,@(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*))*)*:(?:(?:\r\n)?[ \t])*)?(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*))*@(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*))*\>(?:(?:\r\n)?[ \t])*)(?:,\s*(?:(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*))*@(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*))*|(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*)*\<(?:(?:\r\n)?[ \t])*(?:@(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*))*(?:,@(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*))*)*:(?:(?:\r\n)?[ \t])*)?(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|"(?:[^\"\r\\]|\\.|(?:(?:\r\n)?[ \t]))*"(?:(?:\r\n)?[ \t])*))*@(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*)(?:\.(?:(?:\r\n)?[ \t])*(?:[^()<>@,;:\\".\[\] \000-\031]+(?:(?:(?:\r\n)?[ \t])+|\Z|(?=[\["()<>@,;:\\".\[\]]))|\[([^\[\]\r\\]|\\.)*\](?:(?:\r\n)?[ \t])*))*\>(?:(?:\r\n)?[ \t])*))*)?;\s*)

Pyparsing

A free, pure python drop-in parsing module. Allows you to write/maintain the grammar, abstracted from the parser.

Examples in this talk adapted from the book.

hello_world.py

Build the grammar iteratively, bottom up

from pyparsing import *
s = "Hello World!"
word = Word(alphas)
grammar = word
print grammar.parseString(s)
# Only grabs "Hello"

word_list = OneOrMore(word)
grammar   = word_list
# Now we get a list ["Hello", "World"]

end_punc = oneOf(". ! ?")
grammar  = word_list + end_punc
# Grabs the end symbol ["Hello", "World", "!"]

grammar = Group(word_list) + end_punc.suppress()
# Group and suppress [["Hello", "World"]]

hello_world.py

Like OOP, each mini-grammar can be reused

s2 = "Hello sir, how are you today?"
phrase  = Group(word_list) + (Literal(",") | end_punc).suppress()
grammar = OneOrMore(phrase)
print grammar.parseString(s2)

# [['Hello', 'sir'], ['how', 'are', 'you', 'today']]

records.py

Take the raw data with missing values

sue
Travis Hoppe 31
Marky Mark 42
    
James earl JONES 
Rudolfo Alphonzo Raffaelo Pierre di Valentina D'Antonguolla 31

and transform it into a nicely type-casted JSON

[{ "age": null, "name": "Sue"}, 
 { "age": 31,   "name": "Travis Hoppe"}, 
 { "age": 42,   "name": "Marky Mark"}, 
 { "age": null, "name": "James Earl Jones"}, 
 { "age": 31,   "name": "Rudolfo Alphonzo Raffaelo Pierre Di Valentina D'Antonguolla" }]

records.py

The data guides the grammar

sue
Travis Hoppe 31
Marky Mark 42

James earl JONES 
Rudolfo Alphonzo Raffaelo Pierre di Valentina D'Antonguolla 31

and self-documents the process for maintenance

ParserElement.setDefaultWhitespaceChars(' \t')

name      = Word(alphas + "'")
full_name = Group(OneOrMore(name))("name")
age = Word(nums)("age")
EOL = LineEnd().suppress()

record = full_name + Optional(age) + EOL
record_list = OneOrMore(record | EOL)

records.py

Our first attempt gives

print record_list.parseString(data)
# [['sue'], ['Travis', 'Hoppe'], '31', ['Marky', 'Mark'], '42', ['James', 'earl', 'JONES'], ['Rudolfo', 'Alphonzo', 'Raffaelo', 'Pierre', 'di', 'Valentina', "D'Antonguolla"], '31']

Format the results

def clean_record(tokens):
  name = ' '.join(tokens["name"]).title()
  if "age" in tokens:
      age = int(tokens["age"])
  else:
      age = None
  return {'name':name, 'age':age}

record.setParseAction(clean_record)

records.py

Proper type casting, string formatting, and a dictionary!

sol = record_list.parseString(data)
print sol        
# [{'age': None, 'name': 'Sue'}, {'age': 31, 'name': 'Travis Hoppe'}, {'age': 42, 'name': 'Marky Mark'}, {'age': None, 'name': 'James Earl Jones'}, {'age': 31, 'name': "Rudolfo Alphonzo Raffaelo Pierre Di Valentina D'Antonguolla"}]

Pretty-print the results in JSON

import json
js = json.dumps(sol.asList(),indent=2)
print js

# [{"age": null, "name": "Sue"}, 
# { "age": 31,   "name": "Travis Hoppe"}, 
# { "age": 42,   "name": "Marky Mark"}, 
# { "age": null, "name": "James Earl Jones"}, 
# { "age": 31, "name": "Rudolfo Alphonzo Raffaelo Pierre Di Valentina D'Antonguolla" }]

recursive.py

raw ='''(defun factorial (x)
(if (zerop x) 1
(* x (factorial (- x 1)))))'''

from pyparsing import *
alpha  = Word(alphas)
operation = oneOf("+ * - /")
number = Word(nums)
argument = alpha | number | operation

The expression is a recursive grammar!

expr = Forward()
LP,RP = map(Suppress, "()")
expr << (argument | Group(LP + ZeroOrMore(expr) + RP))

print expr.parseString(raw)    
# [['defun', 'factorial', ['x'], ['if', ['zerop', 'x'], '1', ['*', 'x', ['factorial', ['-', 'x', '1']]]]]]

postfix_calc.py

Evaluate the string as a mathematical expression

s = "((((3 4 +) 9 *) (8 9 +) *) 1050 -) 2 ^)"

from pyparsing import *
expr = Forward()
number    = Word(nums)("value")
operation = oneOf("+ * ^ -")
LP, RP = Literal("(").suppress(), Literal(")").suppress()
nest = (LP + expr + RP)
expr << Group(  (number | nest) 
              + (number | nest) 
              + operation)

print expr.parseString(s)
#[[[[[['3', '4', '+'], '9', '*'], ['8', '9', '+'], '*'], '1050', '-'], '2', '^']]

postfix_calc.py

Convert numbers into integers

number.setParseAction(lambda x:int(x["value"]))

Apply a function depending on the symbol

actions = {"+":lambda x,y:x+y,
           "*":lambda x,y:x*y,
           "-":lambda x,y:x-y,
           "^":lambda x,y:x**y}

def apply(tokens):
    a,b,op = tokens[0]
    val = actions[op](a,b)
    print "Evaluating {} {} {} = {}".format(a,op,b,val)
    return val

expr.setParseAction(apply)

postfix_calc.py

s = "((((3 4 +) 9 *) (8 9 +) *) 1050 -) 2 ^)"

Parse results, remove from last group

result = expr.parseString(s)[0]
print "Final value:", result

Print statements help debug (use logging!)

Evaluating 3 + 4 = 7
Evaluating 7 * 9 = 63
Evaluating 8 + 9 = 17
Evaluating 63 * 17 = 1071
Evaluating 1071 - 1050 = 21
Evaluating 21 ^ 2 = 441
Final value: 441

postfix_calc.py

Extending the functionality is easy!

actions["%"]      = lambda a,b: a%b
actions["choose"] = scipy.misc.comb

With a little work, we could make use of unary operators,arbitrary length inputs, and floats!

Why pyparsing?

Grammar specification is a natural-looking part of the pythonClass/function names are easier than specialized typographyEasy-to-read and familiar in styleProcessing during parsingWhitespace is optional

Why not?

Slow for complex grammars (memoization helps)Specialized libraries may be better (xml, html)Sometimes overkill (str.split?)

Thanks, you.

How were these slides made?

Math Rendering:

JavaScript : reveal.js

Markdown : Daring Fireball

Markdown to HTML: md2reveal.py

(uses pyparsing to write a talk about pyparsing)

How does it work?

A text-based human-readable markup.SVG equations , and links!The code for this particular slide looks like this:

## How does it work?

A *text-based* human-readable markup. 
Equation rendering is simple $e^{i \pi} = -1$.
and [links](http://thoppe.github.io/)!
The code for this _particular slide_ looks like this:
PYPARSINGhelping data get its sexy back Travis HoppeDC Data Wranglers / (deck source)