Lys, a language that compiles to WebAssembly.
Read more about it in this blog post.
Where to start?
- To learn what can be used so far: browse the standard library
- To learn how real code looks like: browse the execution tests
- To learn how high level constructs get compiled: browse the sugar syntax tests
- To start developing it locally, I do
make watch
and then I run the tests in other terminal withmake snapshot
- To see an example project: browse the keccak repo
Getting started
For the time being I'll use npm to distribute the language.
-
npm i -g lys
-
Create a folder and a file
main.lys
import support::env#[export]fun test(): void = {support::test::START("This is a test suite")printf("Hello %X", 0xDEADBEEF)support::test::mustEqual(3 as u8, 3 as u16, "assertion name")support::test::END()} -
Run
lys main.lys --test --wast
. It will createmain.wasm
main.wast
and will run the exported function namedtest
.
How does it look?
Structs & Implementing operators
struct Vector3(x: f32, y: f32, z: f32) impl Vector3 { fun -(lhs: Vector3, rhs: Vector3): Vector3 = Vector3( lhs.x - rhs.x, lhs.y - rhs.y, lhs.z - rhs.z ) #[getter] fun length(this: Vector3): f32 = f32.sqrt( this.x * this.x + this.y * this.y + this.z * this.z )} fun distance(from: Vector3, to: Vector3): f32 = { (from - to).length}
Pattern matching
// this snippet is an actual unit test import support::test enum Color { Red Green Blue Custom(r: i32, g: i32, b: i32)} fun isRed(color: Color): boolean = { match color { case is Red -> true case is Custom(r, g, b) -> r == 255 && g == 0 && b == 0 else -> false }} #[export]fun main(): void = { mustEqual(isRed(Red), true, "isRed(Red)") mustEqual(isRed(Green), false, "isRed(Green)") mustEqual(isRed(Blue), false, "isRed(Blue)") mustEqual(isRed(Custom(255,0,0)), true, "isRed(Custom(255,0,0))") mustEqual(isRed(Custom(0,1,3)), false, "isRed(Custom(0,1,3))") mustEqual(isRed(Custom(255,1,3)), false, "isRed(Custom(255,1,3))")}
Algebraic data types
// this snippet is an actual unit test enum Tree { Node(value: i32, left: Tree, right: Tree) Empty} fun sum(arg: Tree): i32 = { match arg { case is Empty -> 0 case is Node(value, left, right) -> value + sum(left) + sum(right) }} #[export]fun main(): void = { val tree = Node(42, Node(3, Empty, Empty), Empty) support::test::mustEqual(sum(tree), 45, "sum(tree) returns 45")}
Types and overloads are created in the language itself
The compiler only knows how to emit functions and how to link function names. I did that so I had fewer things hardcoded into the compiler and allows me to write the language in the language.
To do that, I had to add either a %wasm { ... }
code block, and a %stack { ... }
type.
-
%wasm { ... }
: can only be used as a function body, not as an expression. It is literally the code that will be emited to WAST. The parameter names remain the same (prefixed with$
as WAST indicates). Other symbols can be resolved withfully::qualified::names
. -
%stack { wasm="i32", size=4 }
: it is a type literal, it indicates how much memory should be allocated in structs (size
) and what type to use in locals and function parameters (wasm
, it needs a better name).
/** We first define the type `int` */type int = %stack { wasm="i32", size=4 } /** Implement some operators for the type `int` */impl int { fun +(lhs: int, rhs: int): int = %wasm { (i32.add (get_local $lhs) (get_local $rhs)) } fun -(lhs: int, rhs: int): int = %wasm { (i32.sub (get_local $lhs) (get_local $rhs)) } fun >(lhs: int, rhs: int): boolean = %wasm { (i32.gt_s (get_local $lhs) (get_local $rhs)) }} fun fibo(n: int, x1: int, x2: int): int = { if (n > 0) { fibo(n - 1, x2, x1 + x2) } else { x1 }} #[export "fibonacci"] // "fibonacci" is the name of the exported functionfun fib(n: int): int = fibo(n, 0, 1)
Some sugar
Enum types
enum Tree { Node(value: i32, left: Tree, right: Tree) Empty}
Is the sugar syntax for
type Tree = Node | Empty struct Node(value: i32, left: Tree, right: Tree)struct Empty() impl Tree { fun is(lhs: Tree): boolean = lhs is Node || lhs is Empty // ...} impl Node { fun as(lhs: Node): Tree = %wasm { (local.get $lhs) } // ... many methods were removed for clarity ..} impl Empty { fun as(lhs: Node): Tree = %wasm { (local.get $lhs) } // ...}
is
and as
operators are just functions
impl u8 { /** * Given an expression with the shape: * * something as Type * ^^^^^^^^^ ^^^^ * $lhs $rhs * * A function with the signature: * fun as($lhs: LHSType): $rhs = ??? * * Will be searched in the impl of LHSType * */ fun as(lhs: u8): f32 = %wasm { (f32.convert_i32_u (get_local $lhs)) }} fun byteAsFloat(value: u8): f32 = value as f32
struct CustomColor(rgb: i32) type Red = voidimpl Red { fun is(lhs: CustomColor): boolean = match lhs { case is Custom(rgb) -> (rgb & 0xFF0000) == 0xFF0000 else -> false }} var x = CustomColor(0xFF0000) is Red // this may not be a good thing, but you get the idea
There are no dragons behind the structs
The struct
keyword is only a high level construct that creats a type and base implementation of something that behaves like a data type, normally in the heap.
struct Node(value: i32, left: Tree, right: Tree)
Is the sugar syntax for
// We need to keep the name and order of the fields for deconstructors type Node = %struct { value, left, right } impl Node { fun as(lhs: Node): Tree = %wasm { (local.get $lhs) } #[explicit] fun as(lhs: Node): ref = %wasm { (local.get $lhs) } // the discriminant is the type number assigned by the compiler #[inline] private fun Node$discriminant(): u64 = { val discriminant: u32 = Node.^discriminant discriminant as u64 << 32 } // this is the function that gets called when Node is used as a function call fun apply(value: i32, left: Tree, right: Tree): Node = { // a pointer is allocated. Then using the function `fromPointer` it is converted // to a valid Node reference var $ref = fromPointer(system::core::memory::calloc(1 as u32, Node.^allocationSize)) property$0($ref, value) property$1($ref, left) property$2($ref, right) $ref } // this function converts a raw address into a valid Node type private fun fromPointer(ptr: u32): Node = %wasm { (i64.or (call Node$discriminant) (i64.extend_u/i32 (local.get $ptr))) } fun ==(a: Node, b: Node): boolean = %wasm { (i64.eq (local.get $a) (local.get $b)) } fun !=(a: Node, b: Node): boolean = %wasm { (i64.ne (local.get $a) (local.get $b)) } #[getter] fun value(self: Node): i32 = property$0(self) #[setter] fun value(self: Node, value: i32): void = property$0(self, value) #[inline] private fun property$0(self: Node): i32 = i32.load(self, Node.^property$0_offset) #[inline] private fun property$0(self: Node, value: i32): void = i32.store(self, value, Node.^property$0_offset) #[getter] fun left(self: Node): Tree = property$1(self) #[setter] fun left(self: Node, value: Tree): void = property$1(self, value) #[inline] private fun property$1(self: Node): Tree = Tree.load(self, Node.^property$1_offset) #[inline] private fun property$1(self: Node, value: Tree): void = Tree.store(self, value, Node.^property$1_offset) #[getter] fun right(self: Node): Tree = property$2(self) #[setter] fun right(self: Node, value: Tree): void = property$2(self, value) #[inline] private fun property$2(self: Node): Tree = Tree.load(self, Node.^property$2_offset) #[inline] private fun property$2(self: Node, value: Tree): void = Tree.store(self, value, Node.^property$2_offset) fun is(a: (Node | ref)): boolean = %wasm { (i64.eq (i64.and (i64.const 0xffffffff00000000) (local.get $a)) (call Node$discriminant)) } fun store(lhs: ref, rhs: Node, offset: u32): void = %wasm { (i64.store (i32.add (local.get $offset) (call addressFromRef (local.get $lhs))) (local.get $rhs)) } fun load(lhs: ref, offset: u32): Node = %wasm { (i64.load (i32.add (local.get $offset) (call addressFromRef (local.get $lhs)))) }}