问题
Here\'s my code:
def front_back(a, b):
# +++your code here+++
if len(a) % 2 == 0 && len(b) % 2 == 0:
return a[:(len(a)/2)] + b[:(len(b)/2)] + a[(len(a)/2):] + b[(len(b)/2):]
else:
#todo! Not yet done. :P
return
I\'m getting an error in the IF conditional. What am I doing wrong?
回答1:
You would want and
instead of &&
.
回答2:
Python uses and
and or
conditionals.
i.e.
if foo == 'abc' and bar == 'bac' or zoo == '123':
# do something
回答3:
Two comments:
- Use
and
andor
for logical operations in Python. - Use 4 spaces to indent instead of 2. You will thank yourself later because your code will look pretty much the same as everyone else's code. See PEP 8 for more details.
回答4:
I'm getting an error in the IF conditional. What am I doing wrong?
There reason that you get a SyntaxError
is that there is no &&
operator in Python. Likewise ||
and !
are not valid Python operators.
Some of the operators you may know from other languages have a different name in Python.
The logical operators &&
and ||
are actually called and
and or
.
Likewise the logical negation operator !
is called not
.
So you could just write:
if len(a) % 2 == 0 and len(b) % 2 == 0:
or even:
if not (len(a) % 2 or len(b) % 2):
Some additional information (that might come in handy):
I summarized the operator "equivalents" in this table:
+------------------------------+---------------------+
| Operator (other languages) | Operator (Python) |
+==============================+=====================+
| && | and |
+------------------------------+---------------------+
| || | or |
+------------------------------+---------------------+
| ! | not |
+------------------------------+---------------------+
See also Python documentation: 6.11. Boolean operations.
Besides the logical operators Python also has bitwise/binary operators:
+--------------------+--------------------+
| Logical operator | Bitwise operator |
+====================+====================+
| and | & |
+--------------------+--------------------+
| or | | |
+--------------------+--------------------+
There is no bitwise negation in Python (just the bitwise inverse operator ~
- but that is not equivalent to not
).
See also 6.6. Unary arithmetic and bitwise/binary operations and 6.7. Binary arithmetic operations.
The logical operators (like in many other languages) have the advantage that these are short-circuited. That means if the first operand already defines the result, then the second operator isn't evaluated at all.
To show this I use a function that simply takes a value, prints it and returns it again. This is handy to see what is actually evaluated because of the print statements:
>>> def print_and_return(value):
... print(value)
... return value
>>> res = print_and_return(False) and print_and_return(True)
False
As you can see only one print statement is executed, so Python really didn't even look at the right operand.
This is not the case for the binary operators. Those always evaluate both operands:
>>> res = print_and_return(False) & print_and_return(True);
False
True
But if the first operand isn't enough then, of course, the second operator is evaluated:
>>> res = print_and_return(True) and print_and_return(False);
True
False
To summarize this here is another Table:
+-----------------+-------------------------+
| Expression | Right side evaluated? |
+=================+=========================+
| `True` and ... | Yes |
+-----------------+-------------------------+
| `False` and ... | No |
+-----------------+-------------------------+
| `True` or ... | No |
+-----------------+-------------------------+
| `False` or ... | Yes |
+-----------------+-------------------------+
The True
and False
represent what bool(left-hand-side)
returns, they don't have to be True
or False
, they just need to return True
or False
when bool
is called on them (1).
So in Pseudo-Code(!) the and
and or
functions work like these:
def and(expr1, expr2):
left = evaluate(expr1)
if bool(left):
return evaluate(expr2)
else:
return left
def or(expr1, expr2):
left = evaluate(expr1)
if bool(left):
return left
else:
return evaluate(expr2)
Note that this is pseudo-code not Python code. In Python you cannot create functions called and
or or
because these are keywords.
Also you should never use "evaluate" or if bool(...)
.
Customizing the behavior of your own classes
This implicit bool
call can be used to customize how your classes behave with and
, or
and not
.
To show how this can be customized I use this class which again print
s something to track what is happening:
class Test(object):
def __init__(self, value):
self.value = value
def __bool__(self):
print('__bool__ called on {!r}'.format(self))
return bool(self.value)
__nonzero__ = __bool__ # Python 2 compatibility
def __repr__(self):
return "{self.__class__.__name__}({self.value})".format(self=self)
So let's see what happens with that class in combination with these operators:
>>> if Test(True) and Test(False):
... pass
__bool__ called on Test(True)
__bool__ called on Test(False)
>>> if Test(False) or Test(False):
... pass
__bool__ called on Test(False)
__bool__ called on Test(False)
>>> if not Test(True):
... pass
__bool__ called on Test(True)
If you don't have a __bool__
method then Python also checks if the object has a __len__
method and if it returns a value greater than zero.
That might be useful to know in case you create a sequence container.
See also 4.1. Truth Value Testing.
NumPy arrays and subclasses
Probably a bit beyond the scope of the original question but in case you're dealing with NumPy arrays or subclasses (like Pandas Series or DataFrames) then the implicit bool
call
will raise the dreaded ValueError
:
>>> import numpy as np
>>> arr = np.array([1,2,3])
>>> bool(arr)
ValueError: The truth value of an array with more than one element is ambiguous. Use a.any() or a.all()
>>> arr and arr
ValueError: The truth value of an array with more than one element is ambiguous. Use a.any() or a.all()
>>> import pandas as pd
>>> s = pd.Series([1,2,3])
>>> bool(s)
ValueError: The truth value of a Series is ambiguous. Use a.empty, a.bool(), a.item(), a.any() or a.all().
>>> s and s
ValueError: The truth value of a Series is ambiguous. Use a.empty, a.bool(), a.item(), a.any() or a.all().
In these cases you can use the logical and function from NumPy which performs an element-wise and
(or or
):
>>> np.logical_and(np.array([False,False,True,True]), np.array([True, False, True, False]))
array([False, False, True, False])
>>> np.logical_or(np.array([False,False,True,True]), np.array([True, False, True, False]))
array([ True, False, True, True])
If you're dealing just with boolean arrays you could also use the binary operators with NumPy, these do perform element-wise (but also binary) comparisons:
>>> np.array([False,False,True,True]) & np.array([True, False, True, False])
array([False, False, True, False])
>>> np.array([False,False,True,True]) | np.array([True, False, True, False])
array([ True, False, True, True])
(1)
That the bool
call on the operands has to return True
or False
isn't completely correct. It's just the first operand that needs to return a boolean in it's __bool__
method:
class Test(object):
def __init__(self, value):
self.value = value
def __bool__(self):
return self.value
__nonzero__ = __bool__ # Python 2 compatibility
def __repr__(self):
return "{self.__class__.__name__}({self.value})".format(self=self)
>>> x = Test(10) and Test(10)
TypeError: __bool__ should return bool, returned int
>>> x1 = Test(True) and Test(10)
>>> x2 = Test(False) and Test(10)
That's because and
actually returns the first operand if the first operand evaluates to False
and if it evaluates to True
then it returns the second operand:
>>> x1
Test(10)
>>> x2
Test(False)
Similarly for or
but just the other way around:
>>> Test(True) or Test(10)
Test(True)
>>> Test(False) or Test(10)
Test(10)
However if you use them in an if
statement the if
will also implicitly call bool
on the result. So these finer points may not be relevant for you.
回答5:
I went with a purlely mathematical solution:
def front_back(a, b):
return a[:(len(a)+1)//2]+b[:(len(b)+1)//2]+a[(len(a)+1)//2:]+b[(len(b)+1)//2:]
回答6:
You use and
and or
to perform logical operations like in C, C++. Like literally and
is &&
and or
is ||
.
Take a look at this fun example,
Say you want to build Logic Gates in Python:
def AND(a,b):
return (a and b) #using and operator
def OR(a,b):
return (a or b) #using or operator
Now try calling them:
print AND(False, False)
print OR(True, False)
This will output:
False
True
Hope this helps!
回答7:
Probably this is not best code for this task, but is working -
def front_back(a, b):
if len(a) % 2 == 0 and len(b) % 2 == 0:
print a[:(len(a)/2)] + b[:(len(b)/2)] + a[(len(a)/2):] + b[(len(b)/2):]
elif len(a) % 2 == 1 and len(b) % 2 == 0:
print a[:(len(a)/2)+1] + b[:(len(b)/2)] + a[(len(a)/2)+1:] + b[(len(b)/2):]
elif len(a) % 2 == 0 and len(b) % 2 == 1:
print a[:(len(a)/2)] + b[:(len(b)/2)+1] + a[(len(a)/2):] + b[(len(b)/2)+1:]
else :
print a[:(len(a)/2)+1] + b[:(len(b)/2)+1] + a[(len(a)/2)+1:] + b[(len(b)/2)+1:]
回答8:
A single &
(not double &&
) is enough or as the top answer suggests you can use 'and'.
I also found this in pandas
cities['Is wide and has saint name'] = (cities['Population'] > 1000000)
& cities['City name'].apply(lambda name: name.startswith('San'))
if we replace the "&" with "and", it won't work.
回答9:
maybe with & instead % is more fast and mantain readibility
other tests even/odd
x is even ? x % 2 == 0
x is odd ? not x % 2 == 0
maybe is more clear with bitwise and 1
x is odd ? x & 1
x is even ? not x & 1 (not odd)
def front_back(a, b):
# +++your code here+++
if not len(a) & 1 and not len(b) & 1:
return a[:(len(a)/2)] + b[:(len(b)/2)] + a[(len(a)/2):] + b[(len(b)/2):]
else:
#todo! Not yet done. :P
return
回答10:
Use of "and" in conditional. I often use this when importing in Jupyter Notebook:
def find_local_py_scripts():
import os # does not cost if already imported
for entry in os.scandir('.'):
# find files ending with .py
if entry.is_file() and entry.name.endswith(".py") :
print("- ", entry.name)
find_local_py_scripts()
- googlenet_custom_layers.py
- GoogLeNet_Inception_v1.py
来源:https://stackoverflow.com/questions/2485466/pythons-equivalent-of-logical-and-in-an-if-statement