17. More Language Features#
17.1. Overview#
With this last lecture, our advice is to skip it on first pass, unless you have a burning desire to read it.
It’s here
as a reference, so we can link back to it when required, and
for those who have worked through a number of applications, and now want to learn more about the Python language
A variety of topics are treated in the lecture, including iterators, decorators and descriptors, and generators.
17.2. Iterables and Iterators#
We’ve already said something about iterating in Python.
Now let’s look more closely at how it all works, focusing in Python’s implementation of the for
loop.
17.2.1. Iterators#
Iterators are a uniform interface to stepping through elements in a collection.
Here we’ll talk about using iterators—later we’ll learn how to build our own.
Formally, an iterator is an object with a __next__
method.
For example, file objects are iterators .
To see this, let’s have another look at the US cities data, which is written to the present working directory in the following cell
%%file us_cities.txt
new york: 8244910
los angeles: 3819702
chicago: 2707120
houston: 2145146
philadelphia: 1536471
phoenix: 1469471
san antonio: 1359758
san diego: 1326179
dallas: 1223229
Writing us_cities.txt
f = open('us_cities.txt')
f.__next__()
'new york: 8244910\n'
f.__next__()
'los angeles: 3819702\n'
We see that file objects do indeed have a __next__
method, and that calling this method returns the next line in the file.
The next method can also be accessed via the builtin function next()
,
which directly calls this method
next(f)
'chicago: 2707120\n'
The objects returned by enumerate()
are also iterators
e = enumerate(['foo', 'bar'])
next(e)
(0, 'foo')
next(e)
(1, 'bar')
as are the reader objects from the csv
module .
Let’s create a small csv file that contains data from the NIKKEI index
%%file test_table.csv
Date,Open,High,Low,Close,Volume,Adj Close
2009-05-21,9280.35,9286.35,9189.92,9264.15,133200,9264.15
2009-05-20,9372.72,9399.40,9311.61,9344.64,143200,9344.64
2009-05-19,9172.56,9326.75,9166.97,9290.29,167000,9290.29
2009-05-18,9167.05,9167.82,8997.74,9038.69,147800,9038.69
2009-05-15,9150.21,9272.08,9140.90,9265.02,172000,9265.02
2009-05-14,9212.30,9223.77,9052.41,9093.73,169400,9093.73
2009-05-13,9305.79,9379.47,9278.89,9340.49,176000,9340.49
2009-05-12,9358.25,9389.61,9298.61,9298.61,188400,9298.61
2009-05-11,9460.72,9503.91,9342.75,9451.98,230800,9451.98
2009-05-08,9351.40,9464.43,9349.57,9432.83,220200,9432.83
Writing test_table.csv
from csv import reader
f = open('test_table.csv', 'r')
nikkei_data = reader(f)
next(nikkei_data)
['Date', 'Open', 'High', 'Low', 'Close', 'Volume', 'Adj Close']
next(nikkei_data)
['2009-05-21', '9280.35', '9286.35', '9189.92', '9264.15', '133200', '9264.15']
17.2.2. Iterators in For Loops#
All iterators can be placed to the right of the in
keyword in for
loop statements.
In fact this is how the for
loop works: If we write
for x in iterator:
<code block>
then the interpreter
calls
iterator.___next___()
and bindsx
to the resultexecutes the code block
repeats until a
StopIteration
error occurs
So now you know how this magical looking syntax works
f = open('somefile.txt', 'r')
for line in f:
# do something
The interpreter just keeps
calling
f.__next__()
and bindingline
to the resultexecuting the body of the loop
This continues until a StopIteration
error occurs.
17.2.3. Iterables#
You already know that we can put a Python list to the right of in
in a for
loop
for i in ['spam', 'eggs']:
print(i)
spam
eggs
So does that mean that a list is an iterator?
The answer is no
x = ['foo', 'bar']
type(x)
list
next(x)
---------------------------------------------------------------------------
TypeError Traceback (most recent call last)
/tmp/ipykernel_3766/3485793935.py in <module>
----> 1 next(x)
TypeError: 'list' object is not an iterator
So why can we iterate over a list in a for
loop?
The reason is that a list is iterable (as opposed to an iterator).
Formally, an object is iterable if it can be converted to an iterator using the built-in function iter()
.
Lists are one such object
x = ['foo', 'bar']
type(x)
list
y = iter(x)
type(y)
list_iterator
next(y)
'foo'
next(y)
'bar'
next(y)
---------------------------------------------------------------------------
StopIteration Traceback (most recent call last)
/tmp/ipykernel_3766/1131913922.py in <module>
----> 1 next(y)
StopIteration:
Many other objects are iterable, such as dictionaries and tuples.
Of course, not all objects are iterable
iter(42)
---------------------------------------------------------------------------
TypeError Traceback (most recent call last)
/tmp/ipykernel_3766/682007251.py in <module>
----> 1 iter(42)
TypeError: 'int' object is not iterable
To conclude our discussion of for
loops
for
loops work on either iterators or iterables.In the second case, the iterable is converted into an iterator before the loop starts.
17.2.4. Iterators and built-ins#
Some built-in functions that act on sequences also work with iterables
max()
,min()
,sum()
,all()
,any()
For example
x = [10, -10]
max(x)
10
y = iter(x)
type(y)
list_iterator
max(y)
10
One thing to remember about iterators is that they are depleted by use
x = [10, -10]
y = iter(x)
max(y)
10
max(y)
---------------------------------------------------------------------------
ValueError Traceback (most recent call last)
/tmp/ipykernel_3766/1443032810.py in <module>
----> 1 max(y)
ValueError: max() arg is an empty sequence
17.3. Decorators and Descriptors#
Let’s look at some special syntax elements that are routinely used by Python developers.
You might not need the following concepts immediately, but you will see them in other people’s code.
Hence you need to understand them at some stage of your Python education.
17.3.1. Decorators#
Decorators are a bit of syntactic sugar that, while easily avoided, have turned out to be popular.
It’s very easy to say what decorators do.
On the other hand it takes a bit of effort to explain why you might use them.
17.3.1.1. An Example#
Suppose we are working on a program that looks something like this
import numpy as np
def f(x):
return np.log(np.log(x))
def g(x):
return np.sqrt(42 * x)
# Program continues with various calculations using f and g
Now suppose there’s a problem: occasionally negative numbers get fed to f
and g
in the calculations that follow.
If you try it, you’ll see that when these functions are called with negative numbers they return a NumPy object called nan
.
This stands for “not a number” (and indicates that you are trying to evaluate a mathematical function at a point where it is not defined).
Perhaps this isn’t what we want, because it causes other problems that are hard to pick up later on.
Suppose that instead we want the program to terminate whenever this happens, with a sensible error message.
This change is easy enough to implement
import numpy as np
def f(x):
assert x >= 0, "Argument must be nonnegative"
return np.log(np.log(x))
def g(x):
assert x >= 0, "Argument must be nonnegative"
return np.sqrt(42 * x)
# Program continues with various calculations using f and g
Notice however that there is some repetition here, in the form of two identical lines of code.
Repetition makes our code longer and harder to maintain, and hence is something we try hard to avoid.
Here it’s not a big deal, but imagine now that instead of just f
and g
, we have 20 such functions that we need to modify in exactly the same way.
This means we need to repeat the test logic (i.e., the assert
line testing nonnegativity) 20 times.
The situation is still worse if the test logic is longer and more complicated.
In this kind of scenario the following approach would be neater
import numpy as np
def check_nonneg(func):
def safe_function(x):
assert x >= 0, "Argument must be nonnegative"
return func(x)
return safe_function
def f(x):
return np.log(np.log(x))
def g(x):
return np.sqrt(42 * x)
f = check_nonneg(f)
g = check_nonneg(g)
# Program continues with various calculations using f and g
This looks complicated so let’s work through it slowly.
To unravel the logic, consider what happens when we say f = check_nonneg(f)
.
This calls the function check_nonneg
with parameter func
set equal to f
.
Now check_nonneg
creates a new function called safe_function
that
verifies x
as nonnegative and then calls func
on it (which is the same as f
).
Finally, the global name f
is then set equal to safe_function
.
Now the behavior of f
is as we desire, and the same is true of g
.
At the same time, the test logic is written only once.
17.3.1.2. Enter Decorators#
The last version of our code is still not ideal.
For example, if someone is reading our code and wants to know how
f
works, they will be looking for the function definition, which is
def f(x):
return np.log(np.log(x))
They may well miss the line f = check_nonneg(f)
.
For this and other reasons, decorators were introduced to Python.
With decorators, we can replace the lines
def f(x):
return np.log(np.log(x))
def g(x):
return np.sqrt(42 * x)
f = check_nonneg(f)
g = check_nonneg(g)
with
@check_nonneg
def f(x):
return np.log(np.log(x))
@check_nonneg
def g(x):
return np.sqrt(42 * x)
These two pieces of code do exactly the same thing.
If they do the same thing, do we really need decorator syntax?
Well, notice that the decorators sit right on top of the function definitions.
Hence anyone looking at the definition of the function will see them and be aware that the function is modified.
In the opinion of many people, this makes the decorator syntax a significant improvement to the language.
17.3.2. Descriptors#
Descriptors solve a common problem regarding management of variables.
To understand the issue, consider a Car
class, that simulates a car.
Suppose that this class defines the variables miles
and kms
, which give the distance traveled in miles
and kilometers respectively.
A highly simplified version of the class might look as follows
class Car:
def __init__(self, miles=1000):
self.miles = miles
self.kms = miles * 1.61
# Some other functionality, details omitted
One potential problem we might have here is that a user alters one of these variables but not the other
car = Car()
car.miles
1000
car.kms
1610.0
car.miles = 6000
car.kms
1610.0
In the last two lines we see that miles
and kms
are out of sync.
What we really want is some mechanism whereby each time a user sets one of these variables, the other is automatically updated.
17.3.2.1. A Solution#
In Python, this issue is solved using descriptors.
A descriptor is just a Python object that implements certain methods.
These methods are triggered when the object is accessed through dotted attribute notation.
The best way to understand this is to see it in action.
Consider this alternative version of the Car
class
class Car:
def __init__(self, miles=1000):
self._miles = miles
self._kms = miles * 1.61
def set_miles(self, value):
self._miles = value
self._kms = value * 1.61
def set_kms(self, value):
self._kms = value
self._miles = value / 1.61
def get_miles(self):
return self._miles
def get_kms(self):
return self._kms
miles = property(get_miles, set_miles)
kms = property(get_kms, set_kms)
First let’s check that we get the desired behavior
car = Car()
car.miles
1000
car.miles = 6000
car.kms
9660.0
Yep, that’s what we want — car.kms
is automatically updated.
17.3.2.2. How it Works#
The names _miles
and _kms
are arbitrary names we are using to store the values of the variables.
The objects miles
and kms
are properties, a common kind of descriptor.
The methods get_miles
, set_miles
, get_kms
and set_kms
define
what happens when you get (i.e. access) or set (bind) these variables
So-called “getter” and “setter” methods.
The builtin Python function property
takes getter and setter methods and creates a property.
For example, after car
is created as an instance of Car
, the object car.miles
is a property.
Being a property, when we set its value via car.miles = 6000
its setter
method is triggered — in this case set_miles
.
17.3.2.3. Decorators and Properties#
These days its very common to see the property
function used via a decorator.
Here’s another version of our Car
class that works as before but now uses
decorators to set up the properties
class Car:
def __init__(self, miles=1000):
self._miles = miles
self._kms = miles * 1.61
@property
def miles(self):
return self._miles
@property
def kms(self):
return self._kms
@miles.setter
def miles(self, value):
self._miles = value
self._kms = value * 1.61
@kms.setter
def kms(self, value):
self._kms = value
self._miles = value / 1.61
We won’t go through all the details here.
For further information you can refer to the descriptor documentation.
17.4. Generators#
A generator is a kind of iterator (i.e., it works with a next
function).
We will study two ways to build generators: generator expressions and generator functions.
17.4.1. Generator Expressions#
The easiest way to build generators is using generator expressions.
Just like a list comprehension, but with round brackets.
Here is the list comprehension:
singular = ('dog', 'cat', 'bird')
type(singular)
tuple
plural = [string + 's' for string in singular]
plural
['dogs', 'cats', 'birds']
type(plural)
list
And here is the generator expression
singular = ('dog', 'cat', 'bird')
plural = (string + 's' for string in singular)
type(plural)
generator
next(plural)
'dogs'
next(plural)
'cats'
next(plural)
'birds'
Since sum()
can be called on iterators, we can do this
sum((x * x for x in range(10)))
285
The function sum()
calls next()
to get the items, adds successive terms.
In fact, we can omit the outer brackets in this case
sum(x * x for x in range(10))
285
17.4.2. Generator Functions#
The most flexible way to create generator objects is to use generator functions.
Let’s look at some examples.
17.4.2.1. Example 1#
Here’s a very simple example of a generator function
def f():
yield 'start'
yield 'middle'
yield 'end'
It looks like a function, but uses a keyword yield
that we haven’t met before.
Let’s see how it works after running this code
type(f)
function
gen = f()
gen
<generator object f at 0x7f006b6ea120>
next(gen)
'start'
next(gen)
'middle'
next(gen)
'end'
next(gen)
---------------------------------------------------------------------------
StopIteration Traceback (most recent call last)
/tmp/ipykernel_3766/4293081279.py in <module>
----> 1 next(gen)
StopIteration:
The generator function f()
is used to create generator objects (in this case gen
).
Generators are iterators, because they support a next
method.
The first call to next(gen)
Executes code in the body of
f()
until it meets ayield
statement.Returns that value to the caller of
next(gen)
.
The second call to next(gen)
starts executing from the next line
def f():
yield 'start'
yield 'middle' # This line!
yield 'end'
and continues until the next yield
statement.
At that point it returns the value following yield
to the caller of next(gen)
, and so on.
When the code block ends, the generator throws a StopIteration
error.
17.4.2.2. Example 2#
Our next example receives an argument x
from the caller
def g(x):
while x < 100:
yield x
x = x * x
Let’s see how it works
g
<function __main__.g(x)>
gen = g(2)
type(gen)
generator
next(gen)
2
next(gen)
4
next(gen)
16
next(gen)
---------------------------------------------------------------------------
StopIteration Traceback (most recent call last)
/tmp/ipykernel_3766/4293081279.py in <module>
----> 1 next(gen)
StopIteration:
The call gen = g(2)
binds gen
to a generator.
Inside the generator, the name x
is bound to 2
.
When we call next(gen)
The body of
g()
executes until the lineyield x
, and the value ofx
is returned.
Note that value of x
is retained inside the generator.
When we call next(gen)
again, execution continues from where it left off
def g(x):
while x < 100:
yield x
x = x * x # execution continues from here
When x < 100
fails, the generator throws a StopIteration
error.
Incidentally, the loop inside the generator can be infinite
def g(x):
while 1:
yield x
x = x * x
17.4.3. Advantages of Iterators#
What’s the advantage of using an iterator here?
Suppose we want to sample a binomial(n,0.5).
One way to do it is as follows
import random
n = 10000000
draws = [random.uniform(0, 1) < 0.5 for i in range(n)]
sum(draws)
5000447
But we are creating two huge lists here, range(n)
and draws
.
This uses lots of memory and is very slow.
If we make n
even bigger then this happens
n = 100000000
draws = [random.uniform(0, 1) < 0.5 for i in range(n)]
We can avoid these problems using iterators.
Here is the generator function
def f(n):
i = 1
while i <= n:
yield random.uniform(0, 1) < 0.5
i += 1
Now let’s do the sum
n = 10000000
draws = f(n)
draws
<generator object f at 0x7f006b6eac80>
sum(draws)
5001588
In summary, iterables
avoid the need to create big lists/tuples, and
provide a uniform interface to iteration that can be used transparently in
for
loops
17.5. Exercises#
Complete the following code, and test it using this csv file, which we assume that you’ve put in your current working directory
def column_iterator(target_file, column_number):
"""A generator function for CSV files.
When called with a file name target_file (string) and column number
column_number (integer), the generator function returns a generator
that steps through the elements of column column_number in file
target_file.
"""
# put your code here
dates = column_iterator('test_table.csv', 1)
for date in dates:
print(date)
Solution to Exercise 17.1
One solution is as follows
def column_iterator(target_file, column_number):
"""A generator function for CSV files.
When called with a file name target_file (string) and column number
column_number (integer), the generator function returns a generator
which steps through the elements of column column_number in file
target_file.
"""
f = open(target_file, 'r')
for line in f:
yield line.split(',')[column_number - 1]
f.close()
dates = column_iterator('test_table.csv', 1)
i = 1
for date in dates:
print(date)
if i == 10:
break
i += 1
Date
2009-05-21
2009-05-20
2009-05-19
2009-05-18
2009-05-15
2009-05-14
2009-05-13
2009-05-12
2009-05-11