Named functions

Named functions in Gleam are defined using the pub fn keywords.

pub fn add(x: Int, y: Int) -> Int {
  x + y

pub fn multiply(x: Int, y: Int) -> Int {
  x * y

Functions in Gleam are first class values and so can be assigned to variables, passed to functions, or anything else you might do with any other data type.

// This function takes a function as an argument
pub fn twice(f: fn(t) -> t, x: t) -> t {

pub fn add_one(x: Int) -> Int {
  x + 1

pub fn add_two(x: Int) -> Int {
  twice(add_one, x)

Pipe Operator

Gleam provides syntax for passing the result of one function to the arguments of another function, the pipe operator (|>). This is similar in functionality to the same operator in Elixir or F#.

The pipe operator allows you to chain function calls without using a plethora of parenthesis. For a simple example, consider the following implementation of string.reverse in Gleam:


This can be expressed more naturally using the pipe operator, eliminating the need to track parenthesis closure.

|> iodata.reverse
|> iodata.to_string

Each line of this expression applies the function to the result of the previous line. This works easily because each of these functions take only one argument. Syntax is available to substitute specific arguments of functions that take more than one argument; for more, look below in the section "Function capturing".

Type annotations

Function arguments are normally annotated with their type, and the compiler will check these annotations and ensure they are correct.

fn identity(x: some_type) -> some_type {

fn inferred_identity(x) {

The Gleam compiler can infer all the types of Gleam code without annotations and both annotated and unannotated code is equally safe. It's considered a best practice to always write type annotations for your functions as they provide useful documentation, and they encourage thinking about types as code is being written.

Labelled arguments

When functions take several arguments it can be difficult for the user to remember what the arguments are, and what order they are expected in.

To help with this Gleam supports labelled arguments, where function arguments are given an external label in addition to their internal name.

Take this function that replaces sections of a string:

pub fn replace(string: String, pattern: String, replacement: String) {
  // ...

It can be given labels like so.

pub fn replace(
  in string: String,
  each pattern: String,
  with replacement: String,
) {
  // The variables `string`, `pattern`, and `replacement` are in scope here

These labels can then be used when calling the function.

replace(in: "A,B,C", each: ",", with: " ")

// Labelled arguments can be given in any order
replace(each: ",", with: " ", in: "A,B,C")

// Arguments can still be given in a positional fashion
replace("A,B,C", ",", " ")

The use of argument labels can allow a function to be called in an expressive, sentence-like manner, while still providing a function body that is readable and clear in intent.

Anonymous functions

Anonymous functions can be defined with a similar syntax.

pub fn run() {
  let add = fn(x, y) { x + y }

  add(1, 2)

Function capturing

There is a shorthand syntax for creating anonymous functions that take one argument and call another function. The _ is used to indicate where the argument should be passed.

pub fn add(x, y) {
  x + y

pub fn run() {
  let add_one = add(1, _)


The function capture syntax is often used with the pipe operator to create a series of transformations on some data.

pub fn add(x: Int , y: Int ) -> Int {
  x + y

pub fn run() {
  // This is the same as add(add(add(1, 3), 6), 9)
  |> add(_, 3)
  |> add(_, 6)
  |> add(_, 9)

In fact, this usage is so common that there is a special shorthand for it.

pub fn run() {
  // This is the same as the example above
  |> add(3)
  |> add(6)
  |> add(9)

The pipe operator will first check to see if the left hand value could be used as the first argument to the call, e.g. a |> b(1, 2) would become b(a, 1, 2).

If not it falls back to calling the result of the right hand side as a function , e.g. b(1, 2)(a).