gleam_stdlib - v0.28.1

gleam/int

Types

InvalidBase

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Error value when trying to operate with a base out of the allowed range.

pub type InvalidBase {
  InvalidBase
}

Constructors 

  • InvalidBase

Functions

absolute_value

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pub fn absolute_value(x: Int) -> Int

Returns the absolute value of the input.

Examples

> absolute_value(-12)
12

> absolute_value(10)
10

add

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pub fn add(a: Int, b: Int) -> Int

Adds two integers together.

It’s the function equivalent of the + operator. This function is useful in higher order functions or pipes.

Examples

> add(1, 2)
3

import gleam/list
> list.fold([1, 2, 3], 0, add)
6

> 3 |> add(2)
5

base_parse

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pub fn base_parse(string: String, base: Int) -> Result(Int, Nil)

Parses a given string as an int in a given base if possible. Supports only bases 2 to 36, for values outside of which this function returns an Error(Nil).

Examples

> base_parse("10", 2)
Ok(2)

> base_parse("30", 16)
Ok(48)

> base_parse("1C", 36)
Ok(48)

> base_parse("48", 1)
Error(Nil)

> base_parse("48", 37)
Error(Nil)

clamp

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pub fn clamp(x: Int, min min_bound: Int, max max_bound: Int) -> Int

Restricts an int between a lower and upper bound.

Examples

> clamp(40, min: 50, max: 60)
50

compare

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pub fn compare(a: Int, with b: Int) -> Order

Compares two ints, returning an order.

Examples

> compare(2, 3)
Lt

> compare(4, 3)
Gt

> compare(3, 3)
Eq

digits

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pub fn digits(x: Int, base: Int) -> Result(List(Int), InvalidBase)

Splits an integer into its digit representation in the specified base

Examples

> digits(234, 10)
Ok([2,3,4])

> digits(234, 1)
Error(InvalidBase)

divide

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pub fn divide(dividend: Int, by divisor: Int) -> Result(Int, Nil)

Performs a truncated integer division.

Returns division of the inputs as a Result: If the given divisor equals 0, this function returns an Error.

Examples

> divide(0, 1)
Ok(1)

> divide(1, 0)
Error(Nil)

> divide(5, 2)
Ok(2)

> divide(-99, 2)
Ok(-49)

floor_divide

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pub fn floor_divide(dividend: Int, by divisor: Int) -> Result(
  Int,
  Nil,
)

Performs a floored integer division, which means that the result will always be rounded towards negative infinity.

If you want to perform truncated integer division (rounding towards zero), use int.divide() or the / operator instead.

Returns division of the inputs as a Result: If the given divisor equals 0, this function returns an Error.

Examples

> floor_divide(1, 0)
Error(Nil)

> floor_divide(5, 2)
Ok(2)

> floor_divide(6, -4)
Ok(-2)

> floor_divide(-99, 2)
Ok(-50)

is_even

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pub fn is_even(x: Int) -> Bool

Returns whether the value provided is even.

Examples

> is_even(2)
True

> is_even(3)
False

is_odd

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pub fn is_odd(x: Int) -> Bool

Returns whether the value provided is odd.

Examples

> is_odd(3)
True

> is_odd(2)
False

max

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pub fn max(a: Int, b: Int) -> Int

Compares two ints, returning the larger of the two.

Examples

> max(2, 3)
3

min

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pub fn min(a: Int, b: Int) -> Int

Compares two ints, returning the smaller of the two.

Examples

> min(2, 3)
2

modulo

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pub fn modulo(dividend: Int, by divisor: Int) -> Result(Int, Nil)

Computes the modulo of an integer division of inputs as a Result.

Returns division of the inputs as a Result: If the given divisor equals 0, this function returns an Error.

Most the time you will want to use the % operator instead of this function.

Examples

> modulo(3, 2)
Ok(1)

> modulo(1, 0)
Error(Nil)

> modulo(10, -1)
Ok(0)

> modulo(13, by: 3)
Ok(1)

> modulo(-13, by: 3)
Ok(2)

> modulo(13, by: -3)
Ok(-2)

> modulo(-13, by: -3)
Ok(-1)

multiply

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pub fn multiply(a: Int, b: Int) -> Int

Multiplies two integers together.

It’s the function equivalent of the * operator. This function is useful in higher order functions or pipes.

Examples

> multiply(2, 4)
8

import gleam/list
> list.fold([2, 3, 4], 1, multiply)
24

> 3 |> multiply(2)
6

negate

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pub fn negate(x: Int) -> Int

Returns the negative of the value provided.

Examples

> negate(1)
-1

parse

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pub fn parse(string: String) -> Result(Int, Nil)

Parses a given string as an int if possible.

Examples

> parse("2")
Ok(2)

> parse("ABC")
Error(Nil)

power

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pub fn power(base: Int, of exponent: Float) -> Result(Float, Nil)

Returns the results of the base being raised to the power of the exponent, as a Float.

Examples

> power(2, -1.0)
Ok(0.5)

> power(2, 2.0)
Ok(4.0)

> power(8, 1.5)
Ok(22.627416997969522)

> 4 |> power(of: 2.0)
Ok(16.0)

> power(-1, 0.5)
Error(Nil)

product

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pub fn product(numbers: List(Int)) -> Int

Multiplies a list of ints and returns the product.

Example

> product([2, 3, 4])
24

random

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pub fn random(boundary_a: Int, boundary_b: Int) -> Int

Returns 0 if boundary_a and boundary_b are equal, otherwise returns an Int x where lower_boundary =< x < upper_boundary.

Examples

> random(1, 5)
2

remainder

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pub fn remainder(dividend: Int, by divisor: Int) -> Result(
  Int,
  Nil,
)

Computes the remainder of an integer division of inputs as a Result.

Returns division of the inputs as a Result: If the given divisor equals 0, this function returns an Error.

Most the time you will want to use the % operator instead of this function.

Examples

> remainder(3, 2)
Ok(1)

> remainder(1, 0)
Error(Nil)

> remainder(10, -1)
Ok(0)

> remainder(13, by: 3)
Ok(1)

> remainder(-13, by: 3)
Ok(-1)

> remainder(13, by: -3)
Ok(1)

> remainder(-13, by: -3)
Ok(-1)

square_root

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pub fn square_root(x: Int) -> Result(Float, Nil)

Returns the square root of the input as a Float.

Examples

> square_root(4)
Ok(2.0)

> square_root(-16)
Error(Nil)

subtract

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pub fn subtract(a: Int, b: Int) -> Int

Subtracts one int from another.

It’s the function equivalent of the - operator. This function is useful in higher order functions or pipes.

Examples

> subtract(3, 1)
2.0

import gleam/list
> list.fold([1, 2, 3], 10, subtract)
4

> 3 |> subtract(2)
1

> 3 |> subtract(2, _)
-1

sum

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pub fn sum(numbers: List(Int)) -> Int

Sums a list of ints.

Example

> sum([1, 2, 3])
6

to_base16

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pub fn to_base16(x: Int) -> String

Prints a given int to a string using base-16.

Examples

> to_base16(48)
"30"

to_base2

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pub fn to_base2(x: Int) -> String

Prints a given int to a string using base-2.

Examples

> to_base2(2)
"10"

to_base36

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pub fn to_base36(x: Int) -> String

Prints a given int to a string using base-36.

Examples

> to_base36(48)
"1C"

to_base8

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pub fn to_base8(x: Int) -> String

Prints a given int to a string using base-8.

Examples

> to_base8(15)
"17"

to_base_string

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pub fn to_base_string(x: Int, base: Int) -> Result(
  String,
  InvalidBase,
)

Prints a given int to a string using the base number provided. Supports only bases 2 to 36, for values outside of which this function returns an Error(InvalidBase). For common bases (2, 8, 16, 36), use the to_baseN functions.

Examples

> to_base_string(2, 2)
Ok("10")

> to_base_string(48, 16)
Ok("30")

> to_base_string(48, 36)
Ok("1C")

> to_base_string(48, 1)
Error(InvalidBase)

> to_base_string(48, 37)
Error(InvalidBase)

to_float

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pub fn to_float(x: Int) -> Float

Takes an int and returns its value as a float.

Examples

> to_float(5)
5.0

> to_float(0)
0.0

> to_float(-3)
-3.0

to_string

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pub fn to_string(x: Int) -> String

Prints a given int to a string.

Examples

> to_string(2)
"2"

undigits

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pub fn undigits(numbers: List(Int), base: Int) -> Result(
  Int,
  InvalidBase,
)

Joins a list of digits into a single value. Returns an error if the base is less than 2 or if the list contains a digit greater than or equal to the specified base.

Examples

> undigits([2,3,4], 10)
Ok(234)

> undigits([2,3,4], 1)
Error(InvalidBase)

> undigits([2,3,4], 2)
Error(InvalidBase)
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