I need a function which takes one of python's operator symbols or keywords as a string, along with its operands, evaluates it, and returns the result. Like this:
>>> string_op('<=', 3, 3)
True
>>> string_op('|', 3, 5)
7
>>> string_op('and', 3, 5)
True
>>> string_op('+', 5, 7)
12
>>> string_op('-', -4)
4
The string cannot be assumed to be safe. I will be satisfied with just mapping the binary operators, but I'd be extra happy if I could get all of them.
My current implementation manually maps the symbols to the functions in the operator module:
import operator
def string_op(op, *args, **kwargs):
"""http://docs.python.org/2/library/operator.html"""
symbol_name_map = {
'<': 'lt',
'<=': 'le',
'==': 'eq',
'!=': 'ne',
'>=': 'ge',
'>': 'gt',
'not': 'not_',
'is': 'is_',
'is not': 'is_not',
'+': 'add', # conflict with concat
'&': 'and_', # (bitwise)
'/': 'div',
'//': 'floordiv',
'~': 'invert',
'%': 'mod',
'*': 'mul',
'|': 'or_', # (bitwise)
'pos': 'pos_',
'**': 'pow',
'-': 'sub', # conflicts with neg
'^': 'xor',
'in': 'contains',
'+=': 'iadd', # conflict with iconcat
'&=': 'iand',
'/=': 'idiv',
'//=': 'ifloordiv',
'<<=': 'ilshift',
'%=': 'imod',
'*=': 'imul',
'|=': 'ior',
'**=': 'ipow',
'>>=': 'irshift',
'-=': 'isub',
'^=': 'ixor',
}
if op in symbol_name_map:
return getattr(operator, symbol_name_map[op])(*args, **kwargs)
else:
return getattr(operator, op)(*args, **kwargs)
This solution fails on the overloaded operators -- add
/concat
and sub
/neg
. Checks could be added to detect those cases and detect types or count arguments to pick the right function name, but that feels a bit ugly. It's what I'll go with if I don't get a better idea here.
The thing that is bugging me is that python already does this. It already knows how to map symbols to operator functions, but so far as I can tell, that functionality is not exposed to the programmer. Seems like everything else in python, right down to the pickling protocol, is exposed to programmers. So where is this? or why isn't it?
It means bitwise AND operation. Example : x = 5 x &= 3 #which is similar to x = x & 3 print(x)
itemgetter(item) operator. itemgetter(*items) Return a callable object that fetches item from its operand using the operand's __getitem__() method. If multiple items are specified, returns a tuple of lookup values.
In mathematics, an operator is generally a mapping or function that acts on elements of a space to produce elements of another space (possibly the same space, sometimes required to be the same space).
Python | Pandas Series.gt() Pandas Series.gt() is used to compare two series and return Boolean value for every respective element. Syntax: Series.gt(other, level=None, fill_value=None, axis=0) Parameters: other: other series to be compared with. level: int or name of level in case of multi level.
Python does not map symbols to operator
functions. It interprets symbols by calling special dunder
methods.
For example, when you write 2 * 3
, it doesn't call mul(2, 3)
; it calls some C code that figures out whether to use two.__mul__
, three.__rmul__
, or the C-type equivalents (the slots nb_multiply
and sq_repeat
are both equivalent to both __mul__
and __rmul__
). You can call that same code from a C extension module as PyNumber_Multiply(two, three)
. If you look at the source to operator.mul
, it's a completely separate function that calls the same PyNumber_Multiply
.
So, there is no mapping from *
to operator.mul
for Python to expose.
If you want to do this programmatically, the best I can think of is to parse the docstrings of the operator
functions (or, maybe, the operator.c source). For example:
runary = re.compile(r'Same as (.+)a')
rbinary = re.compile(r'Same as a (.+) b')
unary_ops, binary_ops = {}, {}
funcnames = dir(operator)
for funcname in funcnames:
if (not funcname.startswith('_') and
not (funcname.startswith('r') and funcname[1:] in funcnames) and
not (funcname.startswith('i') and funcname[1:] in funcnames)):
func = getattr(operator, funcname)
doc = func.__doc__
m = runary.search(doc)
if m:
unary_ops[m.group(1)] = func
m = rbinary.search(doc)
if m:
binary_ops[m.group(1)] = func
I don't think this misses anything, but it definitely has some false positive, like "a + b, for a "
as an operator that maps to operator.concat
and callable(
as an operator that maps to operator.isCallable
. (The exact set depends on your Python version.) Feel free to tweak the regexes, blacklist such methods, etc. to taste.
However, if you really want to write a parser, you're probably better off writing a parser for your actual language than writing a parser for the docstrings to generate your language parser…
If the language you're trying to parse is a subset of Python, Python does expose the internals to help you there. See the ast
module for the starting point. You might still be happier with something like pyparsing
, but you should at least play with ast
. For example:
sentinel = object()
def string_op(op, arg1, arg2=sentinel):
s = '{} {}'.format(op, arg1) if arg2 is sentinel else '{} {} {}'.format(op, arg1, arg2)
a = ast.parse(s).body
Print out a
(or, better, ast.dump(a)
), play with it, etc. You'll still need to map from _ast.Add
to operator.add
, however. But if you want to instead map to an actual Python code
object… well, the code for that is available too.
If you're going to use such a map, why not map directly to functions instead of having a layer of indirection by name? For example:
symbol_func_map = {
'<': (lambda x, y: x < y),
'<=': (lambda x, y: x <= y),
'==': (lambda x, y: x == y),
#...
}
While this wouldn't be any more concise than your current implementation, it should get the correct behaviour in the majority of cases. The remaining problems are where a unary and a binary operator conflict, and those could be addressed by adding arity to the dictionary keys:
symbol_func_map = {
('<', 2): (lambda x, y: x < y),
('<=', 2): (lambda x, y: x <= y),
('==', 2): (lambda x, y: x == y),
('-', 2): (lambda x, y: x - y),
('-', 1): (lambda x: -x),
#...
}
you can use a crude regex. we can do:
import re, operator
def get_symbol(op):
sym = re.sub(r'.*\w\s?(\S+)\s?\w.*','\\1',getattr(operator,op).__doc__)
if re.match('^\\W+$',sym):return sym
Examples:
get_symbol('matmul')
'@'
get_symbol('add')
'+'
get_symbol('eq')
'=='
get_symbol('le')
'<='
get_symbol('mod')
'%'
get_symbol('inv')
'~'
get_symbol('ne')
'!='
Just to mention a few. You could also do:
{get_symbol(i):i for i in operator.__all__}
This gives you a dictionary with the symbols. You will see that somethings like abs
gives gives incorrect since there is no symbolic version implemented
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