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cells:
- markdown: |
# Advanced Python: Iterators and Generators
### Prabhu Ramachandran
### The FOSSEE Python group &
### Department of Aerospace Engineering
### IIT Bombay
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- markdown: |
## Background
- Container objects present a similar interface
- They can all be looped over using `for`
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- code: |
for i in [1, 2, 3]:
print(i)
for key in {'a': 1, 'b': 2}:
print(key)
for char in 'hello world':
print(char)
for line in open('file.txt'):
print(line, end='')
- markdown: |
## Background
- Similar interface for different objects
- These objects are all **iterable**
- They are all **iterators**
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slide_type: subslide
- markdown: |
## Introduction
- This is a powerful feature/abstraction
- Easy to create your own iterators
<br/>
<br/>
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- markdown: |
- A **generator** makes it easy to create an iterator
- How would you write a `range` function?
<br/>
<br/>
- Use the `yield` keyword
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slide_type: fragment
- code: |
def counter(n):
count = 0
while count < n:
yield count
count += 1
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slide_type: slide
- code: |
c = counter(2)
- code: |
next(c)
- code: |
next(c)
- code: |
next(c)
- code: |
for i in counter(4):
print(i)
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slide_type: slide
- markdown: |
## Observations
- Note that `yield` resumes the function
- The function/method remembers its state
- It can yield any object
- An empty `yield` is also acceptable
- You can have multiple yields
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slide_type: slide
- code: |
def infinite_generator():
while True:
yield
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slide_type: fragment
- markdown: |
## Exercise: simple generator
Write a simple generator that generates the first `n` odd numbers. Call this
function `odd(n)`.
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slide_type: slide
- code: |
for x in odd(5):
print(x)
- markdown: |
## Solution
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slide_type: slide
- code: |
def odd(n):
for i in range(n):
yield 2*i + 1
- markdown: |
## Exercise: Fibonacci generator
Write a simple generator that returns the first `n` numbers of the Fibonacci
sequence, call this function `fib(n)`.
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slideshow:
slide_type: slide
- code: |
for x in fib(5):
print(x)
- markdown: |
## Solution
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slideshow:
slide_type: slide
- code: |
def fib(n):
a, b = 0, 1
yield 0
for i in range(n-1)
yield b
a, b = b, a + b
# --------------- Part 2 --------------
- markdown: |
## Creating iterable objects
- What if you want to create an object that is iterable?
- Overload the `__iter__` and/or `__next__` methods.
- Recall our `Zoo` class?
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- code: |
class Zoo:
def __init__(self, *animals):
self.animals = list(animals)
- markdown: |
We want the following to work,
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slide_type: slide
- code: |
c = Animal('crow')
m = Mammal('dog')
z = Zoo(c, m)
for animal in z:
animal.greet()
- markdown: |
## Making `Zoo` iterable
- Overload the `__iter__` to return an iterable
- An iterable should have a `__next__` method
metadata:
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slide_type: slide
- code: |
class Zoo:
def __init__(self, *animals):
self.animals = list(animals)
def __iter__(self):
return self.animals
- code: |
c = Animal('crow')
m = Mammal('dog')
z = Zoo(c, m)
for animal in z:
animal.greet()
metadata:
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slide_type: slide
- markdown: |
## Observations
- Just returns `self.animals`
- `self.animals` is iterable as it is a list
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- markdown: |
## A more complex example
- What if we cannot just return an internal list?
- We must provide a `__next__` method
- To stop the iteration: `raise StopIteration`
metadata:
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slide_type: slide
- code: |
class SimpleRange:
def __init__(self, n):
self.n = n
self.count = 0
def __iter__(self):
return self
def __next__(self):
if self.count == self.n:
raise StopIteration
self.count += 1
return self.count
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slide_type: subslide
- code: |
r = SillyRange(5)
for i in r:
print(i)
metadata:
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slide_type: subslide
- markdown: |
## Observations
- Useful when you want an object to be iterable
- Notice the `__next__` method
- Notice the `raise StopIteration`
- Easier to use functions/methods with `yield`
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slide_type: slide
- markdown: |
## Summary
- Easy to use and write
- Allows one to abstract a loop
- `yield` for functions and methods
- Overload `__iter__, __next__` for objects
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slide_type: slide
- markdown: |
## Exercise: Fibonacci generator object
Create a class that when instantiated with an argument `n` can be used as a
sequence of the first `n` numbers of the Fibonacci sequence, call this
class `Fib`.
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slide_type: slide
- code: |
f = Fib(5)
for x in f:
print(x)
- markdown: |
## Solution
metadata:
slideshow:
slide_type: slide
- code: |
class Fib:
def __init__(self, n):
self.count = n
self.a, self.b = 0, 1
def __iter__(self):
return self
def __next__(self):
if self.count == 0:
raise StopIteration
old = self.a
self.count -= 1
self.a, self.b = self.b, self.a + self.b
return old
- code: |
f = Fib(5)
for i in f:
print(i)
metadata:
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slide_type: slide
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