This article shows you how to apply a given function to each element of a Python dictionary.

The most Pythonic way to apply a function to each element of a Python `dict`

is combining the dictionary comprehension feature and the `dict.items()`

method like so:

**{k:f(v) for k,v in dict.items()}**

**Note**: All the solutions provided below have been verified in Python 3.9.5.

## Problem Formulation

Imagine the following dictionary of age values:

my_dict = {'alice': 18, 'bob': 20, 'carl': 25}

How to apply a function **f(x) = x + 1** to increment each value by one—in our example increment the age as a year goes by?

{'alice': 19, 'bob': 21, 'carl': 26}

I’ll start with the *“naive approach”* first and show you the *more Pythonic solutions* afterward. So, let’s get started!

## Method 1: Simple For Loop

The above problem, like many others, has quite a simple solution in Python.

A simple solution uses a vanilla Python loop to iterate over each `key`

:`value`

pair of the original dictionary. In the loop body, you then apply the function to each value and assign the result back to the key.

Assume we have the following function that we want to apply to each element in the dictionary:

def f(x): ''' Function to apply to each dict element.''' return x + 1

Here’s how you can apply this function to each dictionary value in a simple for loop:

my_dict = {'alice': 18, 'bob': 20, 'carl': 25} for k,v in my_dict.items(): my_dict[k] = f(v) print(my_dict) # {'alice': 19, 'bob': 21, 'carl': 26}

However, this is not the most Pythonic way to approach this problem.

## Method 2: Dictionary Comprehension

The most Pythonic way to apply a function `f`

to each value of a dictionary is to use a dictionary comprehension and `dict.items()`

to iterate over each `key:value`

pair of a given dictionary.

**{k:f(v) for k,v in dict.items()}**

Let’s say we use the function `f`

defined in the previous section. Here’s how to apply function `f`

to each value of the dictionary `my_dict`

:

my_dict = {'alice': 18, 'bob': 20, 'carl': 25} my_dict = {k:f(v) for k,v in my_dict.items()} print(my_dict) # {'alice': 19, 'bob': 21, 'carl': 26}

Dictionary comprehension is a concise and memory-efficient way to create and initialize dictionaries in one line of Python code.

It consists of two parts: **expression** and **context**.

- The
**expression**defines how to map keys to values. - The
**context**loops over an iterable using a single-line for loop and defines which`key:value`

pairs to include in the new dictionary.

To learn more about the beautiful feature of dictionary comprehension, feel free to watch the following explainer video:

And to learn more about the `dict.items()`

method, feel free to watch the following tutorial video:

β‘ **Performance Note**: Compared to the simple for loop, this approach actually creates a new dictionary object which is less memory efficient. For large dictionaries, I’d recommend you use the simple for loop and update the dictionary values one by one.

## Method 3: map() Function

For comprehensibility, I’d like to suggest an alternative to solve this problem—however, don’t use it! The previous method is far more Pythonic and more readable!

Everything is the same as before except the highlighted line:

`dict(zip(my_dict.keys(), map(f, my_dict.values())))`

def f(x): ''' Function to apply to each dict element.''' return x + 1 my_dict = {'alice': 18, 'bob': 20, 'carl': 25} my_dict = dict(zip(my_dict.keys(), map(f, my_dict.values()))) print(my_dict) # {'alice': 19, 'bob': 21, 'carl': 26}

Let’s dive into all the concepts used in the one-liner solution:

- You use the
`dict()`

function to create a new dictionary. - You zip together the keys and new values (after applying the function
`f`

) into a list of`(key, value)`

tuples. - You use the
`dict.keys()`

method to obtain all dictionary keys from the original dictionary. - You use the
`dict.values()`

method to obtain the dictionary values from the original dictionary. - You use the
`map()`

function to apply function`f`

to each value in the dictionary.

Due to the many concepts included in this one-liner, I think the educational benefit of studying the one-liner overcompensates for the slight confusion you may experience when reading over it the first time. π

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